{"id":8950,"date":"2022-06-19T02:11:05","date_gmt":"2022-06-19T02:11:05","guid":{"rendered":"https:\/\/researchwithfawad.com\/?page_id=8950"},"modified":"2023-10-09T09:02:54","modified_gmt":"2023-10-09T09:02:54","slug":"steps-in-data-analsis","status":"publish","type":"page","link":"https:\/\/researchwithfawad.com\/index.php\/lp-courses\/smartpls4-tutorial-series\/steps-in-data-analsis\/","title":{"rendered":"Steps in Data Analysis"},"content":{"rendered":"\t\t<div data-elementor-type=\"wp-page\" data-elementor-id=\"8950\" class=\"elementor elementor-8950\">\n\t\t\t\t\t\t<section class=\"elementor-section elementor-top-section elementor-element elementor-element-5r6iw1b elementor-section-boxed elementor-section-height-default elementor-section-height-default\" data-id=\"5r6iw1b\" data-element_type=\"section\" data-e-type=\"section\" data-settings=\"{&quot;background_background&quot;:&quot;classic&quot;}\">\n\t\t\t\t\t\t\t<div class=\"elementor-background-overlay\"><\/div>\n\t\t\t\t\t\t\t<div class=\"elementor-container elementor-column-gap-no\">\n\t\t\t\t\t<div class=\"elementor-column elementor-col-100 elementor-top-column elementor-element elementor-element-d4acc06\" data-id=\"d4acc06\" data-element_type=\"column\" data-e-type=\"column\">\n\t\t\t<div class=\"elementor-widget-wrap elementor-element-populated\">\n\t\t\t\t\t\t<div class=\"elementor-element elementor-element-bee4950 elementor-widget elementor-widget-heading\" data-id=\"bee4950\" data-element_type=\"widget\" data-e-type=\"widget\" data-widget_type=\"heading.default\">\n\t\t\t\t<div class=\"elementor-widget-container\">\n\t\t\t\t\t<h1 class=\"elementor-heading-title elementor-size-default\">Steps in Data Analysis - SmartPLS4 Series<\/h1>\t\t\t\t<\/div>\n\t\t\t\t<\/div>\n\t\t\t\t<div class=\"elementor-element elementor-element-db7027d elementor-widget elementor-widget-text-editor\" data-id=\"db7027d\" data-element_type=\"widget\" data-e-type=\"widget\" data-widget_type=\"text-editor.default\">\n\t\t\t\t<div class=\"elementor-widget-container\">\n\t\t\t\t\t\t\t\t\t<p>Learn the steps in Data Analysis when using Structural Equation Modelling.<\/p>\t\t\t\t\t\t\t\t<\/div>\n\t\t\t\t<\/div>\n\t\t\t\t\t<\/div>\n\t\t<\/div>\n\t\t\t\t\t<\/div>\n\t\t<\/section>\n\t\t\t\t<section class=\"elementor-section elementor-top-section elementor-element elementor-element-vlp47h5 elementor-section-content-middle elementor-section-boxed elementor-section-height-default elementor-section-height-default\" data-id=\"vlp47h5\" data-element_type=\"section\" data-e-type=\"section\" data-settings=\"{&quot;background_background&quot;:&quot;gradient&quot;}\">\n\t\t\t\t\t\t<div class=\"elementor-container elementor-column-gap-no\">\n\t\t\t\t\t<div class=\"elementor-column elementor-col-66 elementor-top-column elementor-element elementor-element-2b10226\" data-id=\"2b10226\" data-element_type=\"column\" data-e-type=\"column\">\n\t\t\t<div class=\"elementor-widget-wrap elementor-element-populated\">\n\t\t\t\t\t\t<div class=\"elementor-element elementor-element-fc6092a elementor-widget elementor-widget-image\" data-id=\"fc6092a\" data-element_type=\"widget\" data-e-type=\"widget\" data-widget_type=\"image.default\">\n\t\t\t\t<div class=\"elementor-widget-container\">\n\t\t\t\t\t\t\t\t\t\t\t\t\t\t\t<img fetchpriority=\"high\" decoding=\"async\" width=\"1280\" height=\"720\" src=\"https:\/\/researchwithfawad.com\/wp-content\/uploads\/2022\/06\/SmartPLS4-Steps-in-Data-Analysis-and-Data-Cleaning.png\" class=\"attachment-full size-full wp-image-9054\" alt=\"Steps in Data Anlaysis using SmartPLS4\" srcset=\"https:\/\/researchwithfawad.com\/wp-content\/uploads\/2022\/06\/SmartPLS4-Steps-in-Data-Analysis-and-Data-Cleaning.png 1280w, https:\/\/researchwithfawad.com\/wp-content\/uploads\/2022\/06\/SmartPLS4-Steps-in-Data-Analysis-and-Data-Cleaning-300x169.png 300w, https:\/\/researchwithfawad.com\/wp-content\/uploads\/2022\/06\/SmartPLS4-Steps-in-Data-Analysis-and-Data-Cleaning-1024x576.png 1024w, https:\/\/researchwithfawad.com\/wp-content\/uploads\/2022\/06\/SmartPLS4-Steps-in-Data-Analysis-and-Data-Cleaning-768x432.png 768w\" sizes=\"(max-width: 1280px) 100vw, 1280px\" \/>\t\t\t\t\t\t\t\t\t\t\t\t\t\t\t<\/div>\n\t\t\t\t<\/div>\n\t\t\t\t\t<\/div>\n\t\t<\/div>\n\t\t\t\t<div class=\"elementor-column elementor-col-33 elementor-top-column elementor-element elementor-element-1e8e919\" data-id=\"1e8e919\" data-element_type=\"column\" data-e-type=\"column\">\n\t\t\t<div class=\"elementor-widget-wrap elementor-element-populated\">\n\t\t\t\t\t\t<div class=\"elementor-element elementor-element-755d715 elementor-widget elementor-widget-heading\" data-id=\"755d715\" data-element_type=\"widget\" data-e-type=\"widget\" data-widget_type=\"heading.default\">\n\t\t\t\t<div class=\"elementor-widget-container\">\n\t\t\t\t\t<h3 class=\"elementor-heading-title elementor-size-default\">The Process of Data Analysis<\/h3>\t\t\t\t<\/div>\n\t\t\t\t<\/div>\n\t\t\t\t<div class=\"elementor-element elementor-element-da54622 elementor-widget-divider--separator-type-pattern elementor-widget-divider--view-line elementor-widget elementor-widget-divider\" data-id=\"da54622\" data-element_type=\"widget\" data-e-type=\"widget\" data-widget_type=\"divider.default\">\n\t\t\t\t<div class=\"elementor-widget-container\">\n\t\t\t\t\t\t\t<div class=\"elementor-divider\" style=\"--divider-pattern-url: url(&quot;data:image\/svg+xml,%3Csvg xmlns=&#039;http:\/\/www.w3.org\/2000\/svg&#039; preserveAspectRatio=&#039;none&#039; overflow=&#039;visible&#039; height=&#039;100%&#039; viewBox=&#039;0 0 24 24&#039; fill=&#039;black&#039; stroke=&#039;none&#039;%3E%3Cpolygon points=&#039;9.4,2 24,2 14.6,21.6 0,21.6&#039;\/%3E%3C\/svg%3E&quot;);\">\n\t\t\t<span class=\"elementor-divider-separator\">\n\t\t\t\t\t\t<\/span>\n\t\t<\/div>\n\t\t\t\t\t\t<\/div>\n\t\t\t\t<\/div>\n\t\t\t\t<div class=\"elementor-element elementor-element-cf39eb3 elementor-widget elementor-widget-text-editor\" data-id=\"cf39eb3\" data-element_type=\"widget\" data-e-type=\"widget\" data-widget_type=\"text-editor.default\">\n\t\t\t\t<div class=\"elementor-widget-container\">\n\t\t\t\t\t\t\t\t\t<p>The focus of the session is to help scholars learn the basic and advance techniques in Data Analysis when using SmartPLS4.\u00a0<\/p><p><b>Click\u00a0<a href=\"https:\/\/www.youtube.com\/playlist?list=PLb7vm6tsQ3Kv4YWhYNkP7DizqOjT7ubSX\" target=\"_blank\" rel=\"noopener\">Here<\/a>\u00a0to visit the Complete Playlist<\/b><\/p>\t\t\t\t\t\t\t\t<\/div>\n\t\t\t\t<\/div>\n\t\t\t\t\t<\/div>\n\t\t<\/div>\n\t\t\t\t\t<\/div>\n\t\t<\/section>\n\t\t\t\t<section class=\"elementor-section elementor-top-section elementor-element elementor-element-t0buanc elementor-section-content-middle elementor-section-boxed elementor-section-height-default elementor-section-height-default\" data-id=\"t0buanc\" data-element_type=\"section\" data-e-type=\"section\">\n\t\t\t\t\t\t<div class=\"elementor-container elementor-column-gap-no\">\n\t\t\t\t\t<div class=\"elementor-column elementor-col-33 elementor-top-column elementor-element elementor-element-885cb99\" data-id=\"885cb99\" data-element_type=\"column\" data-e-type=\"column\">\n\t\t\t<div class=\"elementor-widget-wrap elementor-element-populated\">\n\t\t\t\t\t\t<div class=\"elementor-element elementor-element-50ddc50 elementor-widget elementor-widget-heading\" data-id=\"50ddc50\" data-element_type=\"widget\" data-e-type=\"widget\" data-widget_type=\"heading.default\">\n\t\t\t\t<div class=\"elementor-widget-container\">\n\t\t\t\t\t<h2 class=\"elementor-heading-title elementor-size-default\">Steps in Data Analysis<\/h2>\t\t\t\t<\/div>\n\t\t\t\t<\/div>\n\t\t\t\t\t<\/div>\n\t\t<\/div>\n\t\t\t\t<div class=\"elementor-column elementor-col-66 elementor-top-column elementor-element elementor-element-105f188\" data-id=\"105f188\" data-element_type=\"column\" data-e-type=\"column\">\n\t\t\t<div class=\"elementor-widget-wrap elementor-element-populated\">\n\t\t\t\t\t\t<div class=\"elementor-element elementor-element-4918b41 elementor-widget elementor-widget-text-editor\" data-id=\"4918b41\" data-element_type=\"widget\" data-e-type=\"widget\" data-widget_type=\"text-editor.default\">\n\t\t\t\t<div class=\"elementor-widget-container\">\n\t\t\t\t\t\t\t\t\t<div><div>The first stage in a data analysis process using SmartPLS is data cleaning, focused on handling missing values, outliers, and data quality concerns through respondent misconduct to ensure a valid dataset. The next step is Measurement Model Assessment, which involves assessing the quality of the\u00a0 measurement indicators in capturing the underlying constructs. Examining factor loadings, reliability using metrics such as Cronbach&#8217;s alpha and composite reliability, and validating the constructs using convergent and discriminant validity tests.\u00a0\u00a0<\/div><div><div>The Structural Model Assessment is the next step following the measurement model assessment.\u00a0 In this step, the links between latent constructs are assessed. The relationship is assessed via bootstrapping, to determine path coefficients, t-statistics, and p-values. A t-value more than 1.96 and a p-value less than 0.05 usually imply statistically significant results. Finally, you assess your structural model&#8217;s explanatory strength (R-square) and predictive ability (PLS-Predict) for making out-of-sample predictions.<\/div><div>\u00a0<\/div><div><span style=\"font-size: 1rem; font-weight: bold;\">Following are the steps to follow for data analysis using SmartPLS4\u00a0<\/span><\/div><\/div><\/div><ul><li><b>Clean your data<\/b><\/li><li><b>Measurement Model Assessment<\/b><ul><li>Factor Loading<\/li><li>Reliability (Alpha and Composite Reliability)<\/li><li>Validity<\/li><li>Convergent Validity (AVE)<\/li><li>Discriminant Validity (Fornell &amp; Larcker Criterion, HTMT (Preferred), or Cross Loadings)<\/li><li>Report Measurement Model<\/li><\/ul><\/li><li><b>Structural Model Assessment<\/b><ul><li>Check for Collinearity<\/li><li>Assess and Report Significance of Relationships (through Bootstrapping)<\/li><li>Check for Bootstrapped Path Coefficients, T Statistics, P Values<\/li><li>A T value over 1.96 (two tailed) and p value &lt; .05 mean significant results and the (alternate) hypothesis is substantiated.<\/li><li>Assess the Explanatory (R-Square) and Predictive Power (PLS-Predict)<\/li><\/ul><\/li><\/ul><div>Also read\u00a0<a style=\"background-color: #ffffff; font-size: 1rem;\" href=\"https:\/\/researchwithfawad.com\/index.php\/lp-courses\/smartpls4-tutorial-series\/\" target=\"_blank\" rel=\"noopener\"><b>Tutorials on\u00a0SmartPLS4<\/b><\/a><\/div>\t\t\t\t\t\t\t\t<\/div>\n\t\t\t\t<\/div>\n\t\t\t\t<div class=\"elementor-element elementor-element-4598874 elementor-widget elementor-widget-text-editor\" data-id=\"4598874\" data-element_type=\"widget\" data-e-type=\"widget\" data-widget_type=\"text-editor.default\">\n\t\t\t\t<div class=\"elementor-widget-container\">\n\t\t\t\t\t\t\t\t\t<p><img decoding=\"async\" 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KavPmzUEBDdsi1q1bVwdYxoXgybFT\/LpVhlhzoWxbt26tuePiqXmhE8rc06O45cgtL+6NfSHHs9EW8KBCwGKkxTNuu+22VlDpUqEmJ25xu1RK2PTLj8Dzft1j9d60aVPd\/mhPbE0KnQzn1hkMaFeuF4F\/khQXy7wXJxrCzR5lYxD9UHtavNPcAP48UZIBk2fPnl399Kc\/DZ5MR9bMN5QXnv3QQw\/VQdzBhbaE\/oPyo90ZOLypLfknmLnePH4Z\/bKm7mVavw6h9kJa\/7RJ\/A12hnHAP7zAP30MC+2jR4+2+gLuRZuDaciGkBdiiSDYf+hkS9cWfHuLlSk3fPtjFp6DMcw9wSx26mGJ2JPz0OAW01hwaX8sZnstW7Zs1PsjJ265\/Q32GxurkQ4x69AWoYs2abE3y\/iAPJr2F9dWLe8rV9AAw9wJmLmTKN0+ibbBghO2deutt9b8QnZFpq4Nciw555xz6hNPrR6lmAsgX\/\/DVsk46opbqC\/6ON7lfIf5Qc\/9cYj2wHcNDlDx5zfue4h2579T\/Oe670u\/L4a8HEvGZ5Sh1BZyYwp\/z4lb\/D323raMTW5ZLGxL7CE3R7OMDyife+pz6p3PuljHp9R4kZqzxN5TsEPMDy1zF+Tt2mU74xaehTEL82rOnfk+wxjw4IMPVt9+++2ok5tZj3Y9fa32rHQiIAL9JyBxy9AGErcMkDqchEGf+VhLvJZQEfAyfP3110cEkOfEJXX6Dl6IOC0O9\/P0uDVr1tQLcv\/rIff18+hhd8LrfyH2J4goMxaqmDD4z+1WGWJNFYpFxK+N\/klGfAbd9jEZmzFjRnX22WfXi3lMnPFPTEJCX1sZqBxpyA15PfPMMy1hrVPiFvJ64okn6q2omAyxTX0OPOGNwhHqgDaHmOSfzuZOyGEfWGTBM5D1xkLNv4d1xil9GzZsqO2K8V9CCy7GKgJbLH6wsARfBOvGQsqNr9WONwHbPWYXKBtOTPSPYkf+OHUQdfXFLdYVz9y3b18tBqNfXH\/99XV6TDTBAM\/gQrMdW6IgF5rApti4Yrd\/L+uA8QI2gfZif3DHDp6A56Zz7T+0BRr1hr2hf+D3Dz\/8sCWiun3O\/9rM+yC27Nixo+bKOviLP9qWa29gDJEX\/c4ah8SNuQaBAxfGRozJoTG0G55bruiOfEPHvHP7OfoGFkC0OYgPuHzPxJS4xb6H+kFwhyjienKEPozweSkxz2Jv1vGhaX9p8r4CB9gcP+yQBbiGYlelDhHwYx\/i\/Yz2xLV27dq6P\/jvDObHsYQCL96b1rmBJfabZRxlGpTxyy+\/rNgnWPaQ0O9+rMM48\/HHH9djJ0VRd4xA\/0Tbuu8hfCRAGt\/j2D3ww39fsj9wvHU\/yDUZn\/nOK7WF3NQwJm6BmTvOsB+6zysdm0rYIp+cPZTM0Szjg\/Wd32R8ajJncW0I9of5mf8uDPW\/VP9vOm7x4yTHf7QP5kSIn4kxF3M1CIR+HyF36ziRs1f9LgIiMPgEJG4Z2kjilgFSh5P4XyVLvv67RcFzfA8Ivnh9gcC9D4sZTqTdv\/uxh7hYCU0s8UXWXTCnXrKcdLkLhW6UIdVMnMj5i\/zcYtWd7LteKvQKCrUdOOLyF+\/u18Km4pZfR35hRDlCnjBIz3xDQhzKirZ04+iwLUPeaaF6M9bLxIkTq4MHD47wIkkFbAdblPuKK66oF0IUQlHm0BfRUmZkhTLs3LmzJSyG7CTEhrbhL+goTvv3sK702PLzaWJL7iKkVNxK3Yt2x5dgt0+Gxo7Y4iy3mOF99GBxWfhB2flb6O8hb1TX3vw+xjawfMlmHULtFStjbrywjEF+GvaBefPmBT0JkZ75+h8U2B99G02JWzG7Tm3NyrU36xQaZ9sZH\/Bcv5\/Fxt6S95U7LuLfYx9qQuJtziuODEJ2Fep3GE8gYPseWiUxjCzb6nJihjte+ItltiHShA72YP5YfH\/11Vf1xxDfU5FpQkxDXFy7D439sb7YZHx2380ltpDq776NhdKC84033jjq3V06NjVhm7MH6xwN9SoZH3Lv\/HbGJ+uchW3BvEIfOGPvAGv\/Lx23Qu9KevPGdmKwLApFkuuJ+l0Exg8BiVuGtpS4ZYDU4SSd8NzCRB5bCf0tCO7pO7HYS5jUhL70YGGIr7WcZPPFGVr448XvbmFknUKLSn6Jcye13ShDqpliE+HcYjU1AQz9xsV1yOvD3SZXKtSEtiXSdR8eMvfee++oLWLkwYMGQnnSs8mdPLmTt1D8Fk64+FuqzlwwhcRWilvwisN2F35xh226219yk\/CS7ok8sE3uzTffrLfhwnON2998L43YJDtmM7kJfqktpQQD\/7eYPYXEBraXPwa4X8zJnx5S8NwKCaAxYT612A79xr7hT\/DpOeZ6\/1GEi3mRTJ48ubUlNGUbXLyExsnY4jI3XqTyC21L5LYj3IetmLHtvhA\/YqzRNrBhV3RILcBibdMtcaud8QFcQrYd6ksl7ytXeAi9C\/mskI01XdwiT9qc+06FTaHtfO872D7SWwL48\/2b2q5tGUeZJjTu0\/ZD7UHbccUaftR65513atGW741QPLmYOJPKs\/Sdnhqf3fL7Xp8pW8i9e1LbEt1tuvRgxrvatRPr2NSEbc4erHO0JuJW6p3fzviEsljmLL64FZsPw5Pc\/83a\/0vHrdD4bnnf5NoxZ6P6XQREYGwRkLhlaC+JWwZIHU7SiZhbnCSnihbzIOELE4IDFkYXXXRRdcopp9T\/jkkoL36txZYNLC7xdQiLLGwfO\/\/880d46KQEFC5G3UlCN8pgaSYsGF555ZXqwIEDtbDBeDMxTw8KMKEFRmhSkfuC3nQiEhK3WF9ObEMTYXozxBbGoa\/cucmbP+GiLcYWVtwq6399BAvYILeoxNqvKTOLPSBNTJjNfUFu4rkVaweL8NUpzy0Kmpa4ZS5DCDEQBdFvGBckJ26FyhzqI+6WldxiPiWk095DX8F9e2C\/CZWRHwl8Uday2MjZsc+dwh7yohDgPiMn5nH7rLuoy\/VhPB91xFiIrXMUefH3lKCT8zIOiantjA8l\/aXkfYV6NhXzcmxjXsKxPF2vIW6BxyExaNeYN65vY7Gxyk1nGUdTaVK2zzrEPEhyH3bY\/\/05SxNxK+apnPKsbWoLuXdMStzyBRaXXcnY1JRtzh6sczTUI\/dhh3W1vvObjk+4r8TLL9VvYnWy9P8m4xY8331P5JznFuqba8ecjep3ERCBsUVA4pahvSRuGSANWBLGA\/K3gLGYnCjiv0NfsVxxza+av2CPBQzFQsyNu8QXbAqV+8LvRhlSeTMYM7zHILJdfvnl1RlnnFF\/GUcA0bEsbnECHRIz3YlYio+7oM1N3vxFTm5hFVsUpRaBpYuyUN2QL2JVuPFYQulY39iWVX+xT9uF16Qfcwtb\/fx4ZO7EvmTS696Hf++UuJVrL58Rg2Lj77fffnt11lln1UkQA6RT4pZlEchysfy5YTnnHZmzv9CioRviFurB54a2bLniR6rOoW3iSB\/ztEHAZQjP1113XXXmmWfW4yDiPHVa3MrZW2p8KO0v1vcVuDQVNHLjY6m4hbLEYgNaY+l02nOrRCBwWcbaK8csJiQ0EbeajM9NbSE3BlnGNYpueBbnXyVjU1O2OVGkZI5WIm7F3mUuS3BrMj7Fxrucl1\/JmJfjXfpBFGV240UyRh9jbuXGgFw75mxUv4uACIwtAhK3DO0lccsAacCShALJ+0XkF5\/QYolp8cUPC3RsRXz11VfrxU0sVhcWDRDTEE+DnhuumMIXbOkR9p0sQ6yZGKg6FAg9t1gtnaj0w3PLnRz7i5ImMRlyk7dSz63YV2jrpMyazm9\/lBOeiLng4k3ELfdkNeSbOnmT5Sq1Jfe+2IIgxya0SLIshJl3bAtjbjHDfmD13Co5Sp72F9t2bR2uU94RMW+I3HiRypttEVpI0bspJA6QZeqQED\/fVB8ObY1zBYqShZ6fbxPPrdT4UCpusTy591U79c2Nj03ELZQH76m33nqr+uijjyp4udKzOHfyca4u\/jiSEn3b9dyKeYPmvIvcQNyu52ZTcat0fO6nuOXaE\/mVjE1N2ebeHSXzxNz7oMQG2xmfkE+JMDsInlsoM\/jxZFKyspz+GztwxfoOVDoREIGxR0DilqHNJG4ZIA1YEnxtj8VnYVH5JdjfnoOX6O7du4MLfn+Rjwkftiu6gdT5fE4GOZFIbRUKLby6UYZYM4VOgWPa1CQSaUoFiZgYgGflJqEpM0ttS3QnxyExIbVlNJSn+7yQWNnJmFuxyahbrpgHTW77GpnlFodsM7+usYkvJt\/w0HrkkUdGbM3NDROltuQvCDrluRXaJhwrO23HZxNbjPrjg1XcKtlOmNqml2sD9\/dBiLnl8wr1h9zW4lwfdhd7qcVQavtgyrPG7YchYaedmFsl4lbJ+wrMmgoaVnErJL6GFu4YT\/3tSCgft1muXr16VLB5v82bnpaIMS7UfiUCQY6l\/67tVMwtbnf3x5gm43NTW8iNNxbPLdfTnp5bpWNTp2Ju0R5K5olgUDo+xATWdscnlMUyZ2G78R0f+nCQ+7ATm7uUvuc5L7QcguLbG7nnvLtydqrfRUAExg4BiVuGtpK4ZYA0QEn4MsttuXGFlFCw8FScGU4O6BoeOg6dgZAZ0D73knWD1cc8ZTihR0DoJmWINVNs4upOKju1LTF1Mhh5Is5Xrv38uqTELfcQAU7SkNfs2bPrLXmxGCTMwz8cwF28+Z5\/nT4tMTZBdOsfErewsPEPU4gx87fQuum4xRdeiG4Qe6SJiVsoT5PJZOmkl+VMeYLkvr6H7mWQdjzf79u0XwYnjz2fC8tObUtEWWKLVbYFt5imTktEWgZqhoCeumjnvT4tMeTd4o5FFEVc4YG2mNpmvmvXrpbYGhNgYotQ2gTGJqvnFp714osvBg9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\" alt=\"\" \/><\/p>\t\t\t\t\t\t\t\t<\/div>\n\t\t\t\t<\/div>\n\t\t\t\t\t<\/div>\n\t\t<\/div>\n\t\t\t\t\t<\/div>\n\t\t<\/section>\n\t\t\t\t<section class=\"elementor-section elementor-top-section elementor-element elementor-element-3765522 elementor-section-content-middle elementor-section-boxed elementor-section-height-default elementor-section-height-default\" data-id=\"3765522\" data-element_type=\"section\" data-e-type=\"section\">\n\t\t\t\t\t\t<div class=\"elementor-container elementor-column-gap-no\">\n\t\t\t\t\t<div class=\"elementor-column elementor-col-33 elementor-top-column elementor-element elementor-element-c2dac23\" data-id=\"c2dac23\" data-element_type=\"column\" data-e-type=\"column\">\n\t\t\t<div class=\"elementor-widget-wrap elementor-element-populated\">\n\t\t\t\t\t\t<div class=\"elementor-element elementor-element-00c406b elementor-widget elementor-widget-heading\" data-id=\"00c406b\" data-element_type=\"widget\" data-e-type=\"widget\" data-widget_type=\"heading.default\">\n\t\t\t\t<div class=\"elementor-widget-container\">\n\t\t\t\t\t<h2 class=\"elementor-heading-title elementor-size-default\">Videos for Each Step in Data Analysis<\/h2>\t\t\t\t<\/div>\n\t\t\t\t<\/div>\n\t\t\t\t\t<\/div>\n\t\t<\/div>\n\t\t\t\t<div class=\"elementor-column elementor-col-66 elementor-top-column elementor-element elementor-element-2717a0b\" data-id=\"2717a0b\" data-element_type=\"column\" data-e-type=\"column\">\n\t\t\t<div class=\"elementor-widget-wrap elementor-element-populated\">\n\t\t\t\t\t\t<div class=\"elementor-element elementor-element-83e1fc8 elementor-widget elementor-widget-text-editor\" data-id=\"83e1fc8\" data-element_type=\"widget\" data-e-type=\"widget\" data-widget_type=\"text-editor.default\">\n\t\t\t\t<div class=\"elementor-widget-container\">\n\t\t\t\t\t\t\t\t\t<ul><li><div class=\"elementor-column elementor-col-66 elementor-top-column elementor-element elementor-element-c1bcd75 exad-glass-effect-no exad-sticky-section-no\" data-id=\"c1bcd75\" data-element_type=\"column\"><div class=\"elementor-widget-wrap elementor-element-populated\"><div class=\"elementor-element elementor-element-7c35827 exad-sticky-section-no exad-glass-effect-no elementor-widget elementor-widget-text-editor\" data-id=\"7c35827\" data-element_type=\"widget\" data-widget_type=\"text-editor.default\"><div class=\"elementor-widget-container\"><p>Step by Step Approach to Data Analysis using Structural Equation Modelling (See Description). The short session guides on the steps for data analysis when using Structural Equation Modelling.<\/p><p>What is SEM?<br \/><a href=\"https:\/\/youtu.be\/H0d5LZ9Bs64\">https:\/\/youtu.be\/H0d5LZ9Bs64<\/a><br \/><a href=\"https:\/\/youtu.be\/15hxvI2bSJg\">https:\/\/youtu.be\/15hxvI2bSJg<\/a><\/p><p>Data Cleaning <br \/><a href=\"https:\/\/youtu.be\/dZdIiEsgHWE\">https:\/\/youtu.be\/dZdIiEsgHWE<\/a><\/p><\/div><\/div><\/div><\/div><\/li><\/ul>\t\t\t\t\t\t\t\t<\/div>\n\t\t\t\t<\/div>\n\t\t\t\t<div class=\"elementor-element elementor-element-8e1522d elementor-widget elementor-widget-text-editor\" data-id=\"8e1522d\" data-element_type=\"widget\" data-e-type=\"widget\" data-widget_type=\"text-editor.default\">\n\t\t\t\t<div class=\"elementor-widget-container\">\n\t\t\t\t\t\t\t\t\t<p><span style=\"text-align: justify;\">To Learn more about SmartPLS4,\u00a0<\/span><a style=\"background-color: #ffffff; font-size: 1rem; text-align: justify;\" href=\"https:\/\/www.smartpls.com\/documentation\/getting-started\/videos\/\" target=\"_blank\" rel=\"noopener\"><span style=\"font-weight: bold;\">Click\u00a0Here<\/span><\/a><\/p>\t\t\t\t\t\t\t\t<\/div>\n\t\t\t\t<\/div>\n\t\t\t\t\t<\/div>\n\t\t<\/div>\n\t\t\t\t\t<\/div>\n\t\t<\/section>\n\t\t\t\t<section class=\"elementor-section elementor-top-section elementor-element elementor-element-42f15f4 elementor-section-content-middle elementor-section-boxed elementor-section-height-default elementor-section-height-default\" data-id=\"42f15f4\" data-element_type=\"section\" data-e-type=\"section\">\n\t\t\t\t\t\t<div class=\"elementor-container elementor-column-gap-no\">\n\t\t\t\t\t<div class=\"elementor-column elementor-col-33 elementor-top-column elementor-element elementor-element-842da36\" data-id=\"842da36\" data-element_type=\"column\" data-e-type=\"column\">\n\t\t\t<div class=\"elementor-widget-wrap elementor-element-populated\">\n\t\t\t\t\t\t<div class=\"elementor-element elementor-element-9f278ba elementor-widget elementor-widget-heading\" data-id=\"9f278ba\" data-element_type=\"widget\" data-e-type=\"widget\" data-widget_type=\"heading.default\">\n\t\t\t\t<div class=\"elementor-widget-container\">\n\t\t\t\t\t<h2 class=\"elementor-heading-title elementor-size-default\">Video<\/h2>\t\t\t\t<\/div>\n\t\t\t\t<\/div>\n\t\t\t\t\t<\/div>\n\t\t<\/div>\n\t\t\t\t<div class=\"elementor-column elementor-col-66 elementor-top-column elementor-element elementor-element-64b5aee\" data-id=\"64b5aee\" data-element_type=\"column\" data-e-type=\"column\">\n\t\t\t<div class=\"elementor-widget-wrap elementor-element-populated\">\n\t\t\t\t\t\t<div class=\"elementor-element elementor-element-5185374 elementor-widget elementor-widget-video\" data-id=\"5185374\" data-element_type=\"widget\" data-e-type=\"widget\" data-settings=\"{&quot;youtube_url&quot;:&quot;https:\\\/\\\/youtu.be\\\/tyEThb6aZ3M&quot;,&quot;video_type&quot;:&quot;youtube&quot;,&quot;controls&quot;:&quot;yes&quot;}\" data-widget_type=\"video.default\">\n\t\t\t\t<div class=\"elementor-widget-container\">\n\t\t\t\t\t\t\t<div class=\"elementor-wrapper elementor-open-inline\">\n\t\t\t<div class=\"elementor-video\"><\/div>\t\t<\/div>\n\t\t\t\t\t\t<\/div>\n\t\t\t\t<\/div>\n\t\t\t\t\t<\/div>\n\t\t<\/div>\n\t\t\t\t\t<\/div>\n\t\t<\/section>\n\t\t\t\t<section class=\"elementor-section elementor-top-section elementor-element elementor-element-7325638d elementor-section-boxed elementor-section-height-default elementor-section-height-default\" data-id=\"7325638d\" data-element_type=\"section\" data-e-type=\"section\">\n\t\t\t\t\t\t<div class=\"elementor-container elementor-column-gap-default\">\n\t\t\t\t\t<div class=\"elementor-column elementor-col-33 elementor-top-column elementor-element elementor-element-7f237db1\" data-id=\"7f237db1\" data-element_type=\"column\" data-e-type=\"column\">\n\t\t\t<div class=\"elementor-widget-wrap elementor-element-populated\">\n\t\t\t\t\t\t<div class=\"elementor-element elementor-element-739c32c6 elementor-widget elementor-widget-heading\" data-id=\"739c32c6\" data-element_type=\"widget\" data-e-type=\"widget\" data-widget_type=\"heading.default\">\n\t\t\t\t<div class=\"elementor-widget-container\">\n\t\t\t\t\t<h2 class=\"elementor-heading-title elementor-size-default\">Additional Literature Review Resources<\/h2>\t\t\t\t<\/div>\n\t\t\t\t<\/div>\n\t\t\t\t\t<\/div>\n\t\t<\/div>\n\t\t\t\t<div class=\"elementor-column elementor-col-66 elementor-top-column elementor-element elementor-element-4b0752d0\" data-id=\"4b0752d0\" data-element_type=\"column\" data-e-type=\"column\">\n\t\t\t<div class=\"elementor-widget-wrap elementor-element-populated\">\n\t\t\t\t\t\t<div class=\"elementor-element elementor-element-2bc03ef0 elementor-widget elementor-widget-wp-widget-ccchildpages_widget\" data-id=\"2bc03ef0\" data-element_type=\"widget\" data-e-type=\"widget\" data-widget_type=\"wp-widget-ccchildpages_widget.default\">\n\t\t\t\t<div class=\"elementor-widget-container\">\n\t\t\t\t\t<ul><li class=\"page_item page-item-2350 menu-item\"><a href=\"https:\/\/researchwithfawad.com\/index.php\/lp-courses\/listliterature\/a-practical-example-of-writing-and-formatting-the-literature-review\/\" class=\"menu-link\">A Practical Example of Writing and Formatting the Literature Review<\/a><\/li>\n<li class=\"page_item page-item-2257 menu-item\"><a href=\"https:\/\/researchwithfawad.com\/index.php\/lp-courses\/listliterature\/literaturetoquestions\/\" class=\"menu-link\">From Literature to Research Problem, Objectives and Questions<\/a><\/li>\n<li class=\"page_item page-item-8452 menu-item\"><a href=\"https:\/\/researchwithfawad.com\/index.php\/lp-courses\/listliterature\/how-to-avoid-plagiarism\/\" class=\"menu-link\">How to Avoid Plagiarism?<\/a><\/li>\n<li class=\"page_item page-item-9761 menu-item\"><a href=\"https:\/\/researchwithfawad.com\/index.php\/lp-courses\/listliterature\/how-to-develop-relationship-between-variables-using-a-theory\/\" class=\"menu-link\">How to Develop relationship between variables using a theory?<\/a><\/li>\n<li class=\"page_item page-item-2486 menu-item\"><a href=\"https:\/\/researchwithfawad.com\/index.php\/lp-courses\/listliterature\/how-to-use-google-scholar-for-literature-review\/\" class=\"menu-link\">How to Use Google Scholar for Literature Review<\/a><\/li>\n<li class=\"page_item page-item-2510 menu-item\"><a href=\"https:\/\/researchwithfawad.com\/index.php\/lp-courses\/listliterature\/how-to-use-qda-miner-lite-for-searching-literature\/\" class=\"menu-link\">How to Use QDA Miner Lite for Searching Literature<\/a><\/li>\n<li class=\"page_item page-item-2545 menu-item\"><a href=\"https:\/\/researchwithfawad.com\/index.php\/lp-courses\/listliterature\/how-to-use-scholarcy-and-google-tall-to-books-to-extract-literature\/\" class=\"menu-link\">How to Use Scholarcy and Google Tall to Books to Extract Literature<\/a><\/li>\n<li class=\"page_item page-item-2309 menu-item\"><a href=\"https:\/\/researchwithfawad.com\/index.php\/lp-courses\/listliterature\/how-to-write-the-literature-review\/\" class=\"menu-link\">How to Write the Literature Review<\/a><\/li>\n<li class=\"page_item page-item-5550 menu-item\"><a href=\"https:\/\/researchwithfawad.com\/index.php\/lp-courses\/listliterature\/theoretical-vs-conceptual-framework-different-similar-or-complimentary\/\" class=\"menu-link\">Theoretical vs Conceptual Framework &#8211; Different, Similar, or Complimentary<\/a><\/li>\n<li class=\"page_item page-item-2468 menu-item\"><a href=\"https:\/\/researchwithfawad.com\/index.php\/lp-courses\/listliterature\/using-mendeley-for-literature-search\/\" class=\"menu-link\">Using Mendeley for Literature Search<\/a><\/li>\n<\/ul>\t\t\t\t<\/div>\n\t\t\t\t<\/div>\n\t\t\t\t\t<\/div>\n\t\t<\/div>\n\t\t\t\t\t<\/div>\n\t\t<\/section>\n\t\t\t\t<\/div>\n\t\t","protected":false},"excerpt":{"rendered":"<p>Steps in Data Analysis &#8211; SmartPLS4 Series Learn the steps in Data Analysis when using Structural Equation Modelling. The Process of Data Analysis The focus of the session is to help scholars learn the basic and advance techniques in Data Analysis when using SmartPLS4.\u00a0 Click\u00a0Here\u00a0to visit the Complete Playlist Steps in Data Analysis The first [&hellip;]<\/p>\n","protected":false},"author":1,"featured_media":0,"parent":8833,"menu_order":0,"comment_status":"closed","ping_status":"closed","template":"","meta":{"site-sidebar-layout":"no-sidebar","site-content-layout":"page-builder","ast-site-content-layout":"default","site-content-style":"default","site-sidebar-style":"default","ast-global-header-display":"","ast-banner-title-visibility":"","ast-main-header-display":"","ast-hfb-above-header-display":"","ast-hfb-below-header-display":"","ast-hfb-mobile-header-display":"","site-post-title":"disabled","ast-breadcrumbs-content":"","ast-featured-img":"disabled","footer-sml-layout":"","ast-disable-related-posts":"","theme-transparent-header-meta":"enabled","adv-header-id-meta":"","stick-header-meta":"","header-above-stick-meta":"","header-main-stick-meta":"","header-below-stick-meta":"","astra-migrate-meta-layouts":"default","ast-page-background-enabled":"default","ast-page-background-meta":{"desktop":{"background-color":"","background-image":"","background-repeat":"repeat","background-position":"center center","background-size":"auto","background-attachment":"scroll","background-type":"","background-media":"","overlay-type":"","overlay-color":"","overlay-opacity":"","overlay-gradient":""},"tablet":{"background-color":"","background-image":"","background-repeat":"repeat","background-position":"center center","background-size":"auto","background-attachment":"scroll","background-type":"","background-media":"","overlay-type":"","overlay-color":"","overlay-opacity":"","overlay-gradient":""},"mobile":{"background-color":"","background-image":"","background-repeat":"repeat","background-position":"center center","background-size":"auto","background-attachment":"scroll","background-type":"","background-media":"","overlay-type":"","overlay-color":"","overlay-opacity":"","overlay-gradient":""}},"ast-content-background-meta":{"desktop":{"background-color":"var(--ast-global-color-5)","background-image":"","background-repeat":"repeat","background-position":"center center","background-size":"auto","background-attachment":"scroll","background-type":"","background-media":"","overlay-type":"","overlay-color":"","overlay-opacity":"","overlay-gradient":""},"tablet":{"background-color":"var(--ast-global-color-5)","background-image":"","background-repeat":"repeat","background-position":"center center","background-size":"auto","background-attachment":"scroll","background-type":"","background-media":"","overlay-type":"","overlay-color":"","overlay-opacity":"","overlay-gradient":""},"mobile":{"background-color":"var(--ast-global-color-5)","background-image":"","background-repeat":"repeat","background-position":"center center","background-size":"auto","background-attachment":"scroll","background-type":"","background-media":"","overlay-type":"","overlay-color":"","overlay-opacity":"","overlay-gradient":""}},"footnotes":""},"class_list":["post-8950","page","type-page","status-publish","hentry"],"yoast_head":"<!-- This site is optimized with the Yoast SEO plugin v27.5 - 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