.pf{position:relative;background-color:#fff;overflow:hidden;margin:0;border:0}.pc{position:absolute;border:0;padding:0;margin:0;top:0;left:0;width:100%;height:100%;overflow:hidden;display:block;transform-origin:0 0;-ms-transform-origin:0 0;-webkit-transform-origin:0 0}.bi{position:absolute;border:0;margin:0}.c{position:absolute;border:0;padding:0;margin:0;overflow:hidden;display:block}.t{position:absolute;white-space:pre;font-size:1px;transform-origin:0 100%;-ms-transform-origin:0 100%;-webkit-transform-origin:0 100%;unicode-bidi:bidi-override;-moz-font-feature-settings:"liga" 0}.t:after{content:''}.t:before{content:'';display:inline-block}.t span{position:relative;unicode-bidi:bidi-override}._{display:inline-block;color:transparent;z-index:-1}.pi{display:none}@media screen{.pf{margin:13px auto;box-shadow:1px 1px 3px 1px #333;border-collapse:separate}}@font-face{font-family:ff1;src:url(data:application/font-woff;base64,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) format("woff")}.ff1{font-family:ff1;line-height:.959;font-style:normal;font-weight:400;visibility:visible}.ff2{font-family:ff2;line-height:.719727;font-style:normal;font-weight:400;visibility:visible}@font-face{font-family:ff3;src:url(data:application/font-woff;base64,d09GRgABAAAAABFUAA0AAAAAF5AAAQAAAAAAAAAAAAAAAAAAAAAAAAAAAABGRlRNAAABMAAAABoAAAAc0F3ThkdERUYAAAFMAAAAHAAAAB4AJwBBT1MvMgAAAWgAAABBAAAAVlW9X0JjbWFwAAABrAAAANIAAAGireupsmdhc3AAAAKAAAAACAAAAAj//wADZ2x5ZgAAAogAAAt4AAAPbNNxYRVoZWFkAAAOAAAAADAAAAA2G2CcIGhoZWEAAA4wAAAAIAAAACQGdwMPaG10eAAADlAAAACnAAAA6nMiCxNsb2NhAAAO+AAAAHgAAAB4aTxtPG1heHAAAA9wAAAAHgAAACAAgAA2bmFtZQAAD5AAAAFfAAACjjZ7FUFwb3N0AAAQ8AAAAGQAAACYBfcF8HicY2BgYGQAghtCRa0gukZ1QwOMBgA6SgWFAAB4nGNgZGBg4AFiMSBmYmAEQisgZgHzGAAGHABpeJxjYGTiZpzAwMrAwNTFtIeBgaEHQjM+YDBkZAKKMrAyM8AAIwMSCEhzTQFSCgyVTE//qwFVPmW4BVMDALUDCqsAAAB4nGNgYGBmgGAZBkYGEJgD5DGC+SwMDWBaACjCw6DAoMmgx2DFYM/gxODO4MngxxDAEMIQzlD5/z9QlQKDBoMOgwFY1gUo6wuUDQLKJv7////x/zv/b/2/+f/q/8v/L/2/+P/c/7P/z/w/9f8g1EacgJGNAa6EkQlIMKErgDgdBFhYGRjY2DkYOLm4eXj5+AUEhYRBwiIMDKIMYuISkgxSQJ60DIMsg5y8AgODItwMJWUVVTV1DU0tbR1dPX0DQyNjE1MzcwtLK/xuoxcAAGyGKtUAAAAAAAH//wACeJxlV3lUW2UWf/elTdpCKWkIKXvDa5YCBcrLRoAsZCEESEISIGyhlKWEUKArLZXSfRmr7VHUquOoozMup8eOM9Y6LnWmM3U51eMfVkccrUeddqZOj61zdM7YOTzmfu+lBc9wki/kvLv+7r2/+4UCqna2CBh6mlpCUTJWLE9TMGpaZ7huPHrUWBeJ0NOf//ifL9ZTs9c5Cig1ylKCrIIx6HUaNhfSxJ0J2Uu8KJGkULZlNk79gRqgkijKyMrTxBq9BaqAaYkZy5iMyoEdNhetBrVuOZEtpm5CNpgoEX6RM3rI/hZMHg8l2MHzTbSDz4z47M0B/KMomiqcvQb/pT+kllJyFCtTpKMPJl+t1xkN6SulqWyZQQ+ymNk1tmnzdlflD9zfjnnd9If+7ou/fePc2bfW+X3cJ9xHU4/wPvrxaEdbi/CTwTiNrJQB0WP9FoU5QotsKSWhmTVELp8CmEW5PIpSyZUWsAKCoGbyxRKxhDEYDSwfxjJIAQnc4rTi4EjHukCl1i6VLoiImIqjPZbqB3vtJklL89gem8HYavaplfnODfqoqSp6OGTSVq8Rcl6Jud1CP6uxJnq0yzshPizAlqEHSS7w2WrUpAIkVV0hfB5WljvMLSuXQYTeFO/b0mMz7RueMmaIIws9tU7f/Spo8EJKhrei2p5j2bJ9sHNYqwi4NozHSgOBOp/zAGKajcAuQr9LEFVKpdQDK2XlDKIuFUEN9xFU22OxyOXTnfA2V+g/zYGV+yMfLzN7jQb6ApVL6qeUGPggSTVIgOl8fDxKjAw+46azKzz9k0filf25WamRvM2eUKimwJzXqKcvtLxVuD82eu8ardI/Fqn3t+eoYF+i1mj/QyqTUpMKFQMxdseLhhSdR0aSjw2c8Af/iiRZiusboXywa3x/3w5zpW1lr7kx/o49GLRUBby0Ql9+4pB/snfwSFvrC2/0rTX0zjY5XB2tTk9Y6EmCxQXS6yAX01jf5Ualnl604+6cqPauSW4vfcH7BPfB86dhyZkW7E5VIsY0KofUDeb6sRj0OgMfqzpfnJZOovtJoIfHD8YGD+w0rh57faxgy6jDMerY5WgM2pzBIExUjfVMTPSMVTFWXVM83szarloGLRbW8J3fZg347VY/wUeN/TJzGx+j0BJGwXuiJyUpiJlaNs+tPgGPvXsdgaeCwFPRGL+I0NgQol8hOocRndiRtvZTr21AdOhyAk3Y4e6giM9hPD+mkzFziTCZMnx/PMD/wdPCjDYgDjP0FSoDMaFUDEaT6GWxnNEJ5cPAJDk4dOBt09rq3GaHpemv3VuLTKW50Pa2schqcthZa13jNwORMh9bWJJ/L7FMoVeS+Ahy0TK0rqQoVqoUEiWjIREzIrbMaNBp1IUgxXx1+OkHbV+5uc9tNZX3X3/Jk6/V5nte+rrK7bJ8TU+zuuBoSVa4OlJRBY9n5m3Py5y5WL3dgTm0op9H0Y8EPfFe0lPFjAZtpqLNVsi4+xeP/+z1U0Ojo0On6Onz3Kk/BY9D+glhjttQtw91kQNlcqVcKVWSU34WXpj5AX7keuEeqL8VpKeD14J35B0ovxjlpcxt6U64xm2FDqjnXrotirJF2G8XENt8/CJlNIlqEw5KVwgTgqVWkGIj6+JsVSgGj0+96rQ1HZx4Uta1bFNo67HVq5xbe/dehr3cru6tl55d/7TOPT7ibnzqkHNc4929Pi1I/PSit/MYk0iI6XyUnp7R4HfyrA7j/RH/T6YoJSPCp2wWUgYjhUvrP4js/eTS3gjdM/MYKhykd6FSD9GpR51DQo4YNxAlkNKHYtzhSB9M8Mb9My/i5yk6THqoHY8Yj6EsgQrPgEINSF1f6YQ1Q9us5tCV8466Osd50HMX6emRDd3luqBzh5PY6MTjGbSxgnTKHRti7BUFvuSMWm/EruQNko55tRMCQ5v1lgoN0KmZm+Rgttz80utSr6z9EszcW/R0b5c1kJfpbas1LVeU1tgd1mDVvpXZQl1KsS4bsS7Fd5gK65AHPGNLEpwtJnVBysJZKIHEkOYCHY5AtMXbaqg+620sVNUeeL6uACKgYbe1Fypy7K4zx+/e8VpVsoQWeeqdxoLS5WvT1jlK2nNMA+VRe0lVntSYU1i+vFR1sGfLnkyGxIKbkW7ke5dgLWX0Sjms77xJV9KHZ3bSh4NBlEnHYXrydg2TAAcHa4gv+h/9zz7V/9rA0V/2/vrQAN0y8xzW5Dd0gLwJpgWYp4LOolRUGdmGPNsnCA8XKL70Op7yhZaUS9PYMo2ejDvPQEYDrVglX716QTjq7+zIMLWwDGwzVy4Mi5Sm7d29axYfVfY5KgxrPTrlWutilbYhXNOnWZKUJFmRle5bU+pRVdW6ufdWb48uS1myZrW2qCSXxGTAmJIwlxTkBLzNSOdWhJyREe4VqM8QKo8N7LhrIF5Rd8Xh9zucTSF6mrvefP+efY+1OeD9kVdGRlqjo0I985BbP8c8M+bXExNgeUZNECz8JbzIpnM2+FxxeXjRaDQ+MTm4pTwHOowVI+s7B3eviz8wuf9RXyHGmIn2bvC8lclXRT/PjpSeI2i44c33GwbHd/UP6f1HwmFXdYAMh2tt4cMHJx5qhGXc96PtHSPD7VGK52Mtv3+ycP9kkd3Nj34iyFSeFNIXKnnqpYHbDVmFoX4mnLq9bWRy37B3U4ac2wPqgM0a/Majdcaa103Bgke8NmNRTWsLYkAuaTT9Gdom9zO+k1ghYjlazAGgW0Jut92sWCFbYqaTnZwJ3nG2mqwLXaAPYmzMrBq+xNiEzchKhUlI3A2qgASpSUCgmb8Zpxoycg07m+PipuQBn13pKQlVVu/o6qy6z+bx2Oy1HjqZ83YMqRxNtZGWWFZZUY1vcvcT7SlD67rjg129cb5+bjyuIt5pfEcIFyjMAAedlFLKuEOqOlN9ayg/r9DmI33wz1JNQzUSbtyYoegOcF9g/NVo6UGeAyUCf5B992AoFKaTZ76nk9+PxfgazH47q6Ye5mcplfeWhnnp+WTIcnSHji9dlrRYkxMKod7hjaIayNWIVLwyUGY8/p3YFVIjK5ExIglifc/l+Msfb3ixkUTWdPkM9xxkB97j6Rd1kNyok3PcfDI8j5sxb/oWYk4Yj5WTvBVzySdyv/OPu0FZr+suUnl0tf4wW8x6hINO9pYUBIpW1dVwYxArMwbKubO3P29j+3f0IbvjI/2nVplGc31byFxm86GtiLHUZyfAlpgSuK7CWeBQP4mwEJTduTIZFHPDCqmb79o9MjoxMeoOBNyuRj+dNXV079TUwQMPNGw8t3Gos3uYEmZfjbOfJcy+Au+tc8MvnT/7DRVDAzvH+7tt9/GjHw59Sl/1Rx85MPGQj7tBPzNv9smsqnFWEzYXMtK5K5WelcwL8cZtQqn0XnHxo+r/FNJDhE+a3FY0OdzWNYJ4uTBLO9pbOlcTuVoskTKuhlUObZK8uREQp64KVtREN3dxN/nfHIjRRZ5nkX/UP1knmBorrHh+kSTumfByRNTPVhazAZ97W89FcUS8XFljdKgLfZ21wy+vh/FwgSqbSZbJXFib35WkMcWq7PwlsnSHpbYlLPRVyuw1iqN/zs8M9iDPd4Th9fzgs3KuWZa1IlWT01dTEyLj/nC2bIFbEoJjzhMniL4dY/4K74YyslMSBCdlpQJeuO+/qlMFzPXt2Bh2X6hWV+SzwxR3D2kLIATB37mvor6Yv1eQbQQ57a9Ej01FceJb4Dkig8/oP6PM/+2tgq7BvujJjnhv/4aBKDzK9aHOAJwkb6InxWMa9XDOQMZo8DeJiFUYWVh1pnv/wa7fn+7avTuK5Prdu+9CEsC5c0QnDfvgMuoQHmRFwhrn59oKIlYGB9qupTP5RXkZWdLM3KSVL7Yewvk+VJ6ZsbROrMgO0SkcubP+DyFOoiZ4nGNgZACD1zKqBvH8Nl8ZuJlfgPh3ItfMgNH/3/1XY17I9BTI5WBgAokCAGCHDYx4nGNgZGBgevpfjYGBecP/d///MS9kAIqgACsAtHQHinicLY49CsJAEEa/3YBFCkHRFCIo8QfREKws7CIaEA2WYsRKsfRCXsKzeIAcwcpe34YsPN7sDN/OmkDlMRkEpbcwpj7i2NlGmsEdQuhDFwZVP4YRuMwDZ/apg33rhHN7Ve75ipjdvEQ7+nv6Z3zBc+Zt76WA3BQW5qse7sCETLPak6rQSsXvw3xJveat1PVh6HIuw383zENyde4Jtc+eGm6o9QeqyyKSAAAAAAAAAAAAAAAAFgAsAEIAUABcAIIAlgDKAQYBIgFSAYwBpAHiAhwCLgJcApACrgLGAtwDEAMeAzgDUANyA6gD7gQABBwEZgSQBLgE5AUSBTIFcAWSBaYFxAXeBewGHgY+BmQGjga2BtAHCgcqB0oHXAd4B5IHtnicY2BkYGCwZjBmYGYAASYgZmQAiTmA+QwADbIAtwAAeJyNkL1OAkEUhc/AglESK0M9FUL4ye6GisoEQokJBKghmSyb7A+ZBQyd8QV8AN/Bxgew8BmsfAAfwVIPwxiVULiTm/3u3DvnnhkA53iEwP67wp1lgRLeLOdwgg/LeVyKa8sOSuLecoH8ZLmIM/HKTuGcMrs1p3YsUMaL5RznvlvOY4BPyw7K4sZygfxguYgL8YwuUiyxhUaIAAusIFHFGENMUUOdq3G0x4cLD23SnJXDMxI9KGSmP2FWsTsbRmTUYlJCJXTT5VaHwWIlq+PhtFavN352fNdry/n2uyJ7KguDRFYIGxWly1glVBhwTEwbaw6UGGFG4YzbYTxfZ3I0S5gMOS5gR8SqZqqCdTQj9GlmZ2P31+xQ5motXk6iwziuva/5XE0bLsOjXJqs+qkOlPRbruzIXx6Y+X6Ty/W9/3me0I02j5iaR/SML0yUzsI0kV7L/atzoGJEvgDpGHCxAHicfcPJCkEBAADA8RwpZN8uSpYcSJ7iat/3/f+/gy8wNQL/jX8jAlExcQlJKWkZWTl5BUUlZRVVNXUNTS1tHV09fQOhoZGJqZm5haWVtY2tnb2Do5Ozi6ubu4enl7fPF+8MC+g=) format("woff")}.ff3{font-family:ff3;line-height:.959;font-style:normal;font-weight:400;visibility:visible}.ff4{font-family:ff4;line-height:.666504;font-style:normal;font-weight:400;visibility:visible}@font-face{font-family:ff5;src:url(data:application/font-woff;base64,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) format("woff")}.ff5{font-family:ff5;line-height:.755;font-style:normal;font-weight:400;visibility:visible}.m0{transform:matrix(.320260,0,0,.320260,0,0);-ms-transform:matrix(.320260,0,0,.320260,0,0);-webkit-transform:matrix(.320260,0,0,.320260,0,0)}.ls6{letter-spacing:-.144135px}.ls4{letter-spacing:0}.ls0{letter-spacing:.19186px}.ls5{letter-spacing:.192181px}.ls3{letter-spacing:15.950663px}.ls1{letter-spacing:18.833051px}.ls2{letter-spacing:48.124805px}.sc0{text-shadow:-.015em 0 transparent,0 .015em transparent,.015em 0 transparent,0 -.015em transparent}@media screen and (-webkit-min-device-pixel-ratio:0){.sc0{-webkit-text-stroke:.015em transparent;text-shadow:none}}.ws0{word-spacing:-13.548727px}.ws1{word-spacing:-13.356546px}.ws2{word-spacing:-13.212411px}.ws4{word-spacing:0}._0{margin-left:-1.148455px}._1{width:1.190400px}.fc1{color:transparent}.fc0{color:#000}.fs1{font-size:44.201520px}.fs0{font-size:48.045131px}.y21{bottom:-386.76266px}.y20{bottom:-367.688224px}.y1f{bottom:-338.298761px}.y1e{bottom:-319.218812px}.y1d{bottom:-300.138862px}.y1c{bottom:-270.749912px}.y1b{bottom:-251.669963px}.y1a{bottom:-222.396158px}.y19{bottom:-193.007207px}.y18{bottom:-173.927258px}.y17{bottom:-154.847309px}.y16{bottom:-135.76736px}.y15{bottom:-106.378409px}.y14{bottom:-76.989458px}.y13{bottom:-47.600507px}.y12{bottom:-18.185527px}.y0{bottom:0}.y11{bottom:11.049682px}.y10{bottom:40.438633px}.yf{bottom:69.828097px}.ye{bottom:99.21756px}.yd{bottom:128.45277px}.yc{bottom:157.842233px}.yb{bottom:187.231697px}.ya{bottom:216.659243px}.y9{bottom:235.738679px}.y8{bottom:264.666406px}.y7{bottom:292.516662px}.y6{bottom:309.750305px}.y5{bottom:327.291046px}.y4{bottom:344.831787px}.y3{bottom:372.682042px}.y2{bottom:400.840422px}.y1{bottom:507.293741px}.h4{height:32.753326px}.h3{height:35.601442px}.h5{height:39.706938px}.h1{height:507.29246px}.h2{height:507.295022px}.h0{height:1014.588763px}.w1{width:783.997438px}.w0{width:784px}.x0{left:0}.x2{left:91.984897px}.x3{left:115.065325px}.x4{left:138.140779px}.x1{left:248.349517px}

KNPE 153 Study Guide - Final Guide: Dependent And Independent Variables, Null Hypothesis

Canada

Introductory Biomechanics

KNPE 153 Study Guide - Final Guide: Dependent And Independent Variables, Null Hypothesis

Get access

Related Documents

KNPE 153 Study Guide - Final Guide: Null Hypothesis, Contingency Table, Hispanic And Latino Americans

KNPE 153 Study Guide - Final Guide: Homoscedasticity, Box Plot, Analysis Of Variance

KNPE 153 Study Guide - Final Guide: Standard Deviation