.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}.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:.896;font-style:normal;font-weight:400;visibility:visible}.ff2{font-family:ff2;line-height:.666504;font-style:normal;font-weight:400;visibility:visible}@font-face{font-family:ff3;src:url(data:application/font-woff;base64,d09GRgABAAAAABboAA0AAAAAH+AAAQAAAAAAAAAAAAAAAAAAAAAAAAAAAABGRlRNAAABMAAAABoAAAAc0F3YA0dERUYAAAFMAAAAHAAAAB4AJwBBT1MvMgAAAWgAAABBAAAAVlWIXu9jbWFwAAABrAAAANkAAAGqgn3BuWdhc3AAAAKIAAAACAAAAAj//wADZ2x5ZgAAApAAABDwAAAXaA77l8NoZWFkAAATgAAAAC8AAAA2FPiJ/WhoZWEAABOwAAAAIAAAACQGVwLgaG10eAAAE9AAAAChAAAA7G4MBdhsb2NhAAAUdAAAAHgAAAB4k6aZgG1heHAAABTsAAAAHgAAACAAgABSbmFtZQAAFQwAAAF2AAAC3Kmo2+xwb3N0AAAWhAAAAGQAAACYBfkF73icY2BgYGQAghtC5UwgukZ1QwOMBgAx8QUHAAB4nGNgZGBg4AFiMSBmYmAEQisgZgHzGAAGHABpeJxjYGR8wziBgZWBgamLaQ8DA0MPhGZ8wGDIyAQUZWBlZoABRgYkEJDmmgKkFBiqmDb8VwOq3MBwC6YGAPfpCyIAAAB4nGNgYGBmgGAZBkYGEFgC5DGC+SwMHUBajkEAKMLHoMCgyaDHYMFgxWDLYM/gxuDJEMAQyhDOkMlQ9f8/UJ0CgwaDDoMBVN6RwQMoHwyUT2TI/v///+P/d/7f+n/z/43/1/5f/X/l/+X/Z/+f/n/q/8H/B6D24gGMbAxwRYxMQIIJXQHECyDAwsrAwMbOwcDJxc3Dy8cvIMggxMAgzCDCIComLiEpxSAtA1EnC/SZvAKDItwMJWUVVTV1DU0tBm0dXT19A0MjYxNTM3MLSytCzqMLAAAh3S1XAAAAAAAAAf//AAJ4nHVYeXQc9X2f729Xe+jY2dnZOfaa3dnZS3trr1mttLplybIl2ZIlnzI2xgc2BnMbG4pxaAx+tIFQaCBgKM8JGFKa0IT2ESBgCKSF58KLm0IIIc1rYl6hL2kaKCF41N9vZlcy5PUP7c6sdr/35/P9/IYCKr84DXl0kuIoCgQHWC2cW5BAsMbiWSiX1D6AuL2icgnFrfa2D5eGevb6auikMzWc3fTQXRdXV+ScnfXVX9/25NFwF4VNUAFsL2DYE+J9oFbKJWwprvLYKue2OiBmr1TdCYWrLJn7jjONrZ34ojWgqotXUy9Ruyg3sYUNKWGrRQnHyqVKscBzbsusfcaBWtpt/qDsDWf7/oKtFhwI+URPqBjLrKP0eOLUaQgAUCaKYoucEv/4Y4B+/PmKxY+o71GXUK0UVdGN6YZ3ZeWwwIcuIS8hXqQQJS7+Dn6G82EoD7agf5MEoVenolaEMOMMMaWYdvGN5VR5cmO3ksHvU18C8xA6+cL9mx/uLI0kT8xsOJEsebXntB9C74Pf0OO6Ar8c1+1SxTKuE0OyK6sCI0GRu647giS6+7s2iNRokHLwwxzv2IzOPxYRaPxbCf/2HfxbH0VFrXKZ1DimhC3WOA5IrwwNRWwS3lG1Q08dnRwo9Uscn+xeP7XvyGO/UUL+229vf+74of6p6kTLQrpv16orv/xt4FNGvVI437/DtvM4W2JPN23VO2kU3coLvN7IZicEvlggX4vH7oMNsUS9a3M37fQJ6qoV88li1Zcej1zeXapzjJDIR6sTlZwfJjqCsaSa79lrzuS4rtX1RL/i8Xet2d0fjAS9TtYTnBsoTTNtOB5EteOg3sLxtFIdOFtO4ZSyXIYiozAmeGvXpHYOaump354bePTRAXhOG4b12ik9jxDO42n0bSqB87Digdanz2jyhSEr4XKpH4oFVcD//F5yw8VyNDg0daR7MCmnE96eNWvnB/PtsP9NH2uPmdxobM4Zl2OrKweGpuRAVA7sGF91kd9tM6H/8lo32km8Yez3LPoWxVNKA1F9UGwMWBNSpjCBWSMGeB5dd8Kdy8kbdl67cFFPKPaoeun1Fdm/eqhcHUPfcrL3XelnDmzffXQkenjwzPUxRXvbw6285s83zmzdjfN0L34CL6J7yRwDZ1JYBXuMq/Di2cFX3k6mgkwPutd5/iq0DqSC7W6MgiqO7zlcT4GKkB4DqUsDVKo+040uxx2wFCLuvjFh+BMIbx7Yt2l+b35mOnPZzOptPQu96ciK7q56cqiY6i3m6jW4emRTbXLLlpWl4b7Rka6RTWv6imN3piOjXYPT9a5k/8PhoWypXk0lJ0i91mIcvgCv4fgxY7iWkXjB5ZUGKEPGG7zWAKf2TBOlxI5EHUQ8HMUZWkkl5HIL/kO8ZoNP8N/RoaEfDQ2R743gep3A+YcoPPCqUumHSjM3gScO9QroI46Bbi3wzer8nkF+f7Q/G6kxHM/mF0Y7ZzyRjCOLvxwKioIUPDm6cmBurLAiJna4xBh/42zIG6l3j3LVvodC6YAff434p/HLafQI5aUC+jyXSW1zIJOJKOq3KltkJYgWTej0YkJiO7VPs7aRVyKJ/BvuP3glrXruGpZlwcGKqW3Xcq5OfF2+HD44/6Nq4ENgcS1MhFPQWjwTHiqq47gsh/R0MAz0vBRZZ5wssHqLdY6OxXWs04DnhwERLInQYFeR76r2/pn2VJ8MEDrmjS5k6+sKt1x098JsusMG6Evs44OK39kuuNOjqwoqi0JVeLYqaa9+IjJeZe2WMBcHdHB4HAG0MXhW/Yu/Qzfg2su4QwpeCs2yE/g1+ERtEIpaRJcJDr/Yt37/LfND267f48p8Ze6ef7hs+9GJcZGW7Ry81FUSe//mticnaztd9aHv3/fYtnmPTdZnwYlf/hbnz1LhJrtib2W50GQuE7OcN47BWQ0C+HvA8ePdc7uy967fyks3jh+6fuxIkGPNQRXnFGhhL52942sLyRya0Mwi0zn21DdnCk6cE+YnNId9dRpcvORLIAkSUuYIFePOkltcboHcornM+f+oBBGSVMSaPO3l9ce4Nri/P2YXhNZo//2+Kd++hcipU6xJrsCzlZCZ/cpwFNr5n6NQ/X3cjP8NtCMoTVMN/2HsP4L9Gz5wl7k/CQR31QgE3hPsifpdIHdr73cHYDmC27hWuKsvYRPO1cPwU1VGLGuWB+A7Te/Qht2He4hPPGXoeewz9bnqcsSHXF66ZpYCwffkmq3hRRyoAU/ec0tXwar2n/hdexNfGS5VqYVlWyT19OnmlTZSCbboAb10hlwZu8qFX3r0Pn8xDt23q5+M7QB09oURUuosCnaT8TSzZFC1kaqsw6UxLxK246NiOloM/Bt7/nPlFBg8NgZdOME2dlDqLGbqV0lxCPfganoBfEcV/sltO90OjI24nB4szIlh09PEE9sSIpkFstpnprsnVzpI/EnMxR9gPBTIplD0bWRxG0KJuNZ3uhIvYkVQMCCq748mQuAHvMfdWR7NdY9M79hw7fremsS0OYGXhNj2YXXEET2wbrxcGu6qeV1eCzr5r6uSanFmPFXZXZ+6VGhjHWe3zPUV4u5qPb25dyqX5dvDJKYmdwiEnYy8yfAoamOQcGXhZe1n/RJU5quMaEEli8io6ysgY1Yyhwbh95CZefzxmQxooIaMPjkw7smOihJmJt1pbOIL+qWzAJEb+mfoxXoI5J6TRw6D1AO+Xgk8nXurm9wCKDV0L2tNTmt/3FfbfdNRqC5NyAsb0mOpSOdF4JjMmVndb8viR6aT2G+m4ReZlDYMfuKhyJH9JvggbsSg8xC+1ddd2XQyEXAc2EI/fD/9oj8a+yjubbtzn+wNpaBtkoa2W29yBmM4DpsY197U3odHtY3IM5bEg2XqcLr82m3gnekN4J5D2KmYfNoTMJuR3CyOClHRxY/hGXidSlPdpMI67cWNFaMSqJQanIhHYElfBYDQVbxMAKYTF1blz3jjnmDAPN+b7YmEhq9eLSVNyBfxbB/bFHZ3MNytG1ZC1BuOO1uHvAFOTqzszWFNEc7WZwPutg4HYjxeJjeohla+JHtW3xXsz5hDGd7OGXgw4RjPoifwDBA8MMsCBrdMl4NYcqrssjwgg3ofPZVdtfPYjvoeVmqzBIqDLbV434gkhpLxXnRKOxPN37iw76udArIG3eC0OXjtrz9jA1tmK1uFQBb3yoN9PoDrgkcmKlgaSq2pOZVwDrJgCBDsE/7S0amoQ7P7pgYm+zf7WaXDYvX46qvmR1N9D9jXSLmbth8erdaTjCfL+93bpub3d+p5+bCPD3BeAcJcUc4aLy8dJwRD55YrWIEbxW4KHrIn4IO7zfk1s7sOzVeKLr/DtnKixeVtPV7v7B5Z1Z/zMDVnyTQwfP22vfekHiDpsR50/p/CQubXid5d6xaukBo8Q3J8DOfIU36S5edWniDzOgSiRZIofM0ZvHxsfudEbXJNXm7VXjeJ6bn8mPab11uT2U0nrWvnb9h9y2CpO7luTWk+/8+DBX3e8TkJbsb5ESBzCs6jyVxKubgs4A1mwcRbPhSqa5+V/WhmBhzu5I5Mj+gSeDHQDadD2ivVIKJpFKxCLdQ7HB5XfIwYiW+8hugL/2IMfoLzKFAD1BTZ5YaqCGMoEVQF4QKxbahKFeushroMAt8DcIG6VMKm5rU+SfCTWTaf74X2AO1OTN1SHVTX3TC+M10JcT4U9hZS21d0xvmAd1J7TmKnh+f2qCOX1Lqz4YTkyStxuDXVOd6ZBBNYkrRosphq2WpmpDvhV+M07+T9ppDo6cuNbqVtrdpsRGbkRCXl42G7aXxjV3JQzREqprCQh3O4jsmmQjNgadV3gWKc1powEHR4BHDKcO5sSoQJqRBCQuqtFIvYkM3sG+pqUUbSh8FF07RZKr+y16/8d1ky03SLvwL/FmIxFljGpL2RiT/0atm3tI+o89g/S056RcM/9keDcT4UONOyLHUWvYh2OV22r5tB7LqJlySeC0g0ClTfl30moFWT9qDqN9PoiUA6EOA5CedHFPIfsP3i0tlzORvVYMAiF7PQ5NREEiY7D/NkDnABgsBZyxy4PBavpK4w3y5wgdfzE1sD9wXL8k9Zrg1Z4Q7gQ27axibglxEPctpoDmlbDnGOVis4aEit852OyXi2aKsD2dH3/9HPIaCphq4AwHG5PxeXooOSRMJlJXCJdt4yvcYMvhxt8nfCu4oX6Xh7IulBtLFvcP1MVjyfA8QO3irL2OZIs4QKaZibx6koS8UlzS1e2GwLp/t0dvoQ7XY6R8esfT3had/U3DWs6H0nxaFQaiiF/MlfJEU05K2xNPjjtD95PuI3M6wXrcoH1q176kzAa8apmsX0j/vy9c/yIQwpb+rtSwWGNmu/ljiSuB4v/ArHm7yw28vx8mS6hAtj06Htigng5Fz2FSPWYo+i9oMQfSMqopWeZCQQxQOQ/iTqMzNuD5rOy9Njv4p68NAhuevN7UJYO+cT9GIhKoA5iWC5lWx84/mGPldCU5qTefh02403P3/j4bnKQDrcXx1YA6/fvGPPHV/eteeof37sipmBbXO7j2JbLYtx3VYQbzdKICcbZjmTJfaJGZrKdAEBWFrSXqfHae9fa+lfu3LrDRuDKR9WgxtGlcrwcFUZfptpERNwVuExtYbQ5PTBhf1/5fI8mPeCC8U/5tO7ZjdcmjawI+IY3tc5lqiNxuAYpVsie7axZXXGxey+p9KGuMSHpQiMbFyx6eatleTCwERADOa6og44FYLzT4Q4u4MxBZPPThzcuv9u7e/P7Ni9obCRD0gdus7AL9PYZ+T/6d+ynDM62ZLjEc062dqmllgxiPezy+12tnJdEC7QNj7+qewzO1kFbakk/B5OdNM18d/TAWRgpIj7tQX7yhpnKD2PICxJRgKXpmDMNSnXOFBBD80UUkoydVkmPlvzZ4KSrcPJ1EqxTKk2UJ7skaN0u93aBrXhajSY9A741Gh5Vaut/YHVA3E5I8mRoWRlRYe1zcBYB45DQMOU2Nw15BCHQygzir7TVAwxanGn6Jekjvz4xrKZSUxayWL5ZS6ltK2+GTIms61NONBxjWHPju29B6fJU5MoZ8GrWd8fddDFWuO4VgedmkhL4b2pHnMq1asOgVf5ajKQTbK+3AlgowUHJ6LZVGqs57OIFzm0Z4KZMB37AAOD0U4pHOg8g3X3u9iX3NCFJr10RAl+XhuSjVSGdwU3f8Rts5jMLWCBg4rf/7LXbd+1w5KD0zTyFLUfFCzWDuQ0QXAqAhhj7Q4nt0iBiaYx7xJ/HNa/T2N/ZXxTbDqM5UA/YFzoklWzKL58HwSDjVHPYbrdcdxta7G2bz7A2OzMMYZlvut1W3ZsNlntQHv9rykCs24T4/LimFqYkPbNrg7pw9/G0zAfE3FMJoeTprU/vmpzi+aEF0fW4mA6sr/4eVLs6GihGrpfrz9egHLjmcTyI4l+IpNTgMMipIDjwkq9RKI0dkSRA95DWzZPuxN3eTzCVVuFEG//l5TXaxMt0cSJUmD2iKgINLJ32O13HJba8C5EruA37lQ8NA0cnYR4e8SWjeGwTJ0HXw57af3MEIN3cDzZZo++8MBRJTHGcRFjy9ViyTPiMrzjcrfe3zlZDCU9LtFPt7UG2jp86VbbVe3xMyFv69XbzXnSOVbU9uzfLHtYT5vVw4rj7cK02/Wx14J3VLuDFs6D227z6P3DaxkewbEwxhkfGgciznjK+ohDOwatx7Mhi8sEm7X/OT6edBw7RsM9EC5fR2v7UGTs/wAVtlFdeJxjYGQAg+Wh0y7E89t8ZeBmfgHi35RcvBBOM/9XY17CtAHI5WBgAokCAFvJC/AAeJxjYGRgYNrwX42BgXkDA8P/c8xLGIAiKMAaAH0JBTx4nB2OwQnCMBSGXxKKKLUmRkVpKyKIoD0IeugA4q0HZ3AAp3AKl3AAp+gsPfXk5wt8+X5ekp9IL7pMw9arT1CSa7zHN9PJEp6whiOksIEtzKA2C7nbC+dfudpWJvYtAQqytw9JbQWtRDqnZA8H5oFZ5j6S8G5Hj8MrnKsb7S5gSL/HAxzdSPOfEhL9X4NfcuZ8rPc7iXTPcYCMvvwHGYctLAAAAAAAAAAAAAAAAAAAKABOAHAAfACQALwA2gEIAVABbAGoAeAB+AJAAmQCeAK4AuoDNgNqA6AD4AQaBF4EggS+BQgFMgVuBbgGCgZEBnYGtgbmBxoHigfKB/oIRghqCMIJAAkmCWgJognYChwKRAp6CrILBAtMC5ILtHicY2BkYGCwZvBnYGYAASYgZmQAiTmA+QwAEG4A0wAAeJx1kM1Kw0AUhc+kPyKKCxER3MxCSkt/TIIU2pXQ0mUXgbY7oYGQBpJMSdpCd+Ij+CA+gTufwAfwAXTvxpWn6ZRqaROG+e7MvefcOwDO8AKB9XePJ80Cp/jQbOAIP5pzuBWu5jwuxKvmAk7Ep+Yizo1rZor8MaPHrGrFAld402zQ90tzDg/C0JxHWTxrLuBSvGsu4kZ8owOFKZZIEMDHBDNIlDGAgxEqqPKv7c2xYcLCHcnlzW6NRBce0iw/ZlTSJwuuMFOLSDGV0FHTZRL4k5ksD5xRpVqtbU9s07qT7nJzI7teGvixLBEWXqimkRdToU+biG3MaSjZhGI0pjj6QeTOU+moaMzIoaPPpJCXCUPPn4djQo8Fq05We8IML5uuwfkk2lyH5OWO4jrbRh1NrvX7tCiv4llPJb4n7YYp2/JvU1I3wWO73qxz3NbhcXb9sE8JGDIpyZ5eZUVWNgqGXpIGKpZWw/xvsTXYK5+pb8R/AfrwhK0AAHicfcPJCkEBAADA8RwpZCclWeOmPHG1k31f/v83+AJTI/Df+DciEBUTl5CUkpaRlZNXUFRSVlFVU9fQ1NLW0dXTNxAaGpmYmplbWFpZ29ja2Ts4Ojm7uLq5e3h6eft8AexFC+k=) format("woff")}.ff3{font-family:ff3;line-height:.906000;font-style:normal;font-weight:400;visibility:visible}.ff4{font-family:ff4;line-height:.666504;font-style:normal;font-weight:400;visibility:visible}.ff5{font-family:ff5;line-height:.908203;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)}.v1{vertical-align:20px}.ls1{letter-spacing:0}.ls2{letter-spacing:.012000px}.ls0{letter-spacing:22.63568px}.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:-28px}.ws2{word-spacing:-12px}.ws1{word-spacing:-9.012000px}.ws3{word-spacing:0}._0{margin-left:-1.175782px}._1{width:1.11953px}._2{width:2.289649px}._3{width:4.247664px}._4{width:7.967568px}._5{width:9.454595px}.fc1{color:transparent}.fc0{color:#000}.fs1{font-size:36px}.fs2{font-size:48px}.fs0{font-size:56px}.yf{bottom:268.570492px}.ye{bottom:303.952732px}.yd{bottom:339.322546px}.yc{bottom:374.679293px}.y0{bottom:406.090176px}.yb{bottom:406.436057px}.ya{bottom:603.793321px}.y9{bottom:639.137002px}.y8{bottom:674.506815px}.y7{bottom:709.889055px}.y6{bottom:745.245802px}.y5{bottom:780.602550px}.y4{bottom:815.959297px}.y3{bottom:843.924562px}.y2{bottom:875.438185px}.y1{bottom:905.657955px}.h5{height:33.024000px}.h6{height:33.328125px}.h3{height:38.528px}.h2{height:38.696px}.h4{height:44.876px}.h1{height:512.416626px}.h0{height:1014.58492px}.w1{width:260.691959px}.w0{width:783.997438px}.x2{left:92.267019px}.x3{left:115.325767px}.x4{left:138.378007px}.x0{left:279.267061px}.x1{left:342.383979px}.x5{left:539.484958px}

CVG 2116 Study Guide - Quiz Guide: Pressure Measurement, Specific Weight

Canada

Introduction to Fluid Mechanics

Civil Engineering

Chris Lane

University of Ottawa

Highway and Transportation Engineering

CVG 2116 Study Guide - Quiz Guide: Hydraulic Head, Mechanical Efficiency, Pressure Measurement

CVG 2116 Study Guide - Quiz Guide: Pressure Measurement

CVG 2116 Study Guide - Quiz Guide: Specific Weight, Pressure Measurement, Resultant Force

CVG 2116 Study Guide - Quiz Guide: Pressure Measurement, Specific Weight

Get access

Related Documents

CVG 2116 Study Guide - Quiz Guide: Hydraulic Head, Mechanical Efficiency, Pressure Measurement

CVG 2116 Study Guide - Quiz Guide: Pressure Measurement

CVG 2116 Study Guide - Quiz Guide: Specific Weight, Pressure Measurement, Resultant Force