.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}.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,d09GRgABAAAAABV0AA0AAAAAHlAAAQAAAAAAAAAAAAAAAAAAAAAAAAAAAABGRlRNAAABMAAAABoAAAAc0F3YA0dERUYAAAFMAAAAHAAAAB4AJwA5T1MvMgAAAWgAAABBAAAAVlWDX45jbWFwAAABrAAAANIAAAGyJuNu+Wdhc3AAAAKAAAAACAAAAAj//wADZ2x5ZgAAAogAAA9CAAAV9NervWJoZWFkAAARzAAAAC8AAAA2FcFTemhoZWEAABH8AAAAIAAAACQG/QOkaG10eAAAEhwAAACcAAAAyHOiBz1sb2NhAAASuAAAAGgAAABofjyDnm1heHAAABMgAAAAHgAAACAAeABXbmFtZQAAE0AAAAHNAAAC+sh1zVtwb3N0AAAVEAAAAGEAAACIBYsFj3icY2BgYGQAghtC5UwgukZ1QwOMBgAx8QUHAAB4nGNgZGBg4AFiMSBmYmAEQiMgZgHzGAAFxABheJxjYGTKZ5zAwMrAwNTFtIeBgaEHQjM+YDBkZAKKMrAyM8AAIwMSCEhzTQFSCgyVTHv+mwNV7mE4CVMDANFZCr0AAAB4nGNgYGBmgGAZBkYGEFgD5DGC+SwME4C0AhCygGk9BlMGKwZ7BkcGNwZPBl+GIIZQhgiGAoYyhsr//6EqDKEqnIEqfBj8GUIYwhkSGYoYKv7////4/7X/V/5f+H/m/+n/p/6f+H/s/9H/R/4f/r/7/67/O6G24wWMbAxwZYxMQIIJXQHEKwgAdDgrGzsHJ4jNBSK4GXgYePn4BRgYBBkYhIQZRETFxBkkJBmkpGFaZGTl5BUUlZRVVNXUNTS1tBl0dPX0DRgMjQi7jx4AACUjLk8AAAAAAAH//wACeJyFWAlwG+d13v9fYBf3vdjFsTh2FwAJkCAJEAAvgNRBkSIlURQpmZKsMxRlUbesw4psS5Z1jA7HlhxHjiOPclix5UzUWk3UJPWktiNn2jRtNYkUx03bNLEyHo8t19Nxx5VaLvv+BUBSijOZ4WD/xWLf+9/3vvfe95NC1DBFUbeoZyiWovIeRoo35zO3kh3JZMcY+UjCU0Qtg4/38DOUG67OLBeXJTaXdTIplMtmChkvWnEi+dXnk6fa5rndR/sEE3544gcpjFPY6k51GeD9FnjvDrxfQ1ExNppr7kT5XDOxEkKch5GleK45n814OY8NswwLNvMFdEdUHzS9u7pnVk/Kr9T6+dSBB8ZOcK2NOe7A11YZrJZ33nF6jO99YXX7SIaWxYgclect37hMbumoSdgfYo2DZN8Nk59iDH7nwY3mBQyXUAGcp2nw7r3XOcOG6Hu/Yb3ZTIkmv0b6RqeRwZIUdynI6FJ8fcnWhE+o3TY8un1wbmGBbDu4Z82hRCScaGseCqc4C0IWbz3q11vMNKKxlU/32JwRj6PW0BKJRqTiwEB723LOVJur9w5uG5gTSSTCbZaYEMoEPFywKSQA7BSmwvDhwmcpL+UD5Lgq8rloDpUQ2SEkw4yy6LV1gaPHxa3qLTRiNNpchnX/9NlnL+4iKdiVQn9j1pnc6lAKbVLfIrmY/FTLxVyKcnOVwGeCIIcQibkDpXXgTHvk7NDchRDvJbnJZghW8OSF/MIN+07sWrYj5g/KYZlfMC8jWLCOtbpD7qGM0WxjaL0O6fT0wv75i0y0pSUwZzCJ2edqdq9avW/j3GhECXhr4lFfuEUK8UJKCDssbWarE8kG1kgjjIIBvdORd9ZqWGg8Ra8DT+0U5aow1XUPY8t/6Ky2UF+t8hdTJcj/Dfw68K8RVlrACSBDCUNq8X1EIBxgmaphZGPsbrzCbDboXLXSwlST5BPkDas8Uk9jYvaRbNmh1e80miKnV5nskp/3B60JY1MgEhbz/djqy8U6awfU96b3kqAoOgl7iVIKRRlRNaeJqB15qzcZwlK3lmKWzqKfIbTGd+x4ZHWn+mlOH+zgR5f7XX6fx8j8D2NyOU09ez7AFyeOkXyfP2w3kyuNGStebzcYvqn+B6XVcAlq4Tb+EVU3hYBWAwzn8ZK0lnDhPjLwUNn4NuPksLl5bmfk1PySEu49ocyfB9XgsRgvHvr+zXeu7BzudzD46//iMhhLK+s9S/u+unqjNOitH8qbGcuqZ3/64oVrvb0GEncc4g7jy5SF8gPzomVXUWgjsluLFxpCIo1SKI4uPvvmG19WV46Pf/CVIx0BXhCCY11fwZd/+NL576fwyMQrA8qapSvWSDVpLS6wi9/ClwBPCtGavVyUl4klZzaTJ/fNcW0NEeK3UhNPj4/jtWLSMrjlfPucRDKZmNN+vmtpRjAim/pfKTyUur1puXon36l+2JVTfxvoXFCkpvw8C34icAP26fvtV7uinMN7xSTjqu1ve7owO55MxmcXjjZ96ZwIfi/dzpZafOpHxHpnXv1Ia5JDKc0+1Dp6EvCxV3pspGzMGylwyL1DUW8pO3YoKKjgJyde0d4bIZ/Te9sN7/LTGJBK5WQStr6Ad4sT/zw+Lp77UtPRzbFiDdSZDpfD1YxMvOIO1Ck5v5fYgmrTIbDVBB0HKNiOiJXqdhAjJZDsJJSBB9NkzYFHYA+PuU8Yu+vm+HhA/SgwjtQPTYpJ/QQZvILI85vHeV4MeNjxmy47cxD77UyqGsrEWY7D6yd+4WRpWqMvzTpxW4qxl/sgcJe2AXeNlAhb9DARwtCIF2XypJcDbWSJIUzmQ4i2XVN/cO0nqO8n6vO5JXyxSVje2rQmXJcLjqDhC2++eeHrP31bjaXDwy8/vTCWTTfNP31hMJku8xN4dJlyaUyakYEKVWkNzPIw8IyL6u8hoej5R06f2q+cOlVfDDswdoSLqEm9W8nO1uHBzWiJesPjbxQDQbHR54FYaIilRHsgFgWmYg9gHMJZEgZpqjboRWk6UanAiDYPY5ViJHHGK2HqtYChcMukLrlrPI5QQYetdqtYUAI1Pt5sasi8pKHA1Q+rN/QtibmFDfXFvblVgSzKW+OSPxaUrAGPU28PR3XegFvwtxcTnkB7KmXSIPpGw8oV/azVLjes7L5+pn+sKbn43Cftidog54jodHpczksc8jIHMCtQvYBZSMeHdCSYEq5GA6khdX1fgZQRZYGaBE14hp3het5B07TO7PC7+RgQ0GjkDFxG3piTHUYuUto3Lj51miC+89j5BR/IeVmwMoh2RWY37EPDxkggzfOy0sg7FZgdeo8xWBNQ+PaOlpQQV29V8jG+qGlEb7b7Ocnt4MU6v1v9Q4Xv+Ba+SIXKda1Pzci9ZNOzcgFf9yRpvcUjNcuLzy1WP158bjDUEBGsRh1OevDF27KSD4qWidc0PwNmR8TXFA7d1uoS8GkDfJKEUeXOWilpqKEQTfqHswxPzkvKVWJtCF8/+eSZb46LKCSO0x65J7P2QLl8bpDqcRvwBvXQ2KmTD6EXiT/1QZ9SrAmNbkCPzagd4ts7+Znu4XIdQ1EQ+ZMwIxuCC13tDgGUmF4CwSo3kg3pvH/QW2x2s/4vLuvNIbP+42HfwWPi6isnaoeFQ09G1vzVK7pRYaw9Uxs34c0T37KB6kD/qGZtRpMN79b2VYO2bKksfmykbWSpN1T6HJ2FfWXhxj01/dj7Zt/UHvlCvLok6LDoVxNrfcdPRoa+d0Us+fZs5QOeuM/O/v2/EwmkDD13NlT07d3C+6N+wW5Ap9ULxPPdjy2VoWhCFlQg6+vXpr4qc1mavIsl9DbgVdImJKlLIk9tMEmkNM4RCOHSDFMZkJqhGciQhqflcqTRz7E5wBtZljVas0qdU+fsz4faOmJrTg5vTUUFWeCVyxu3b132SC5mDkQDLpT6tdkEXDaZzEZsDXrcsSaTtyGS6w3VPGJ0RIiOWD70/mpdsSTV6+1CWQvJsNc+fBX0uAyz1Dk1uBMMKwOh5Jyb05QalBeIuOuzlmw8dGLzcMkhJbnGK/V982MCYh2++tAgvqq+m31sbPxAlyeOHwyaU+pr6ry22JgQzEmKqzxbJu+iG4AL0e4eG11VB9XoiROoExBNWuayGXTD4E/01G078uijl+KcN+agZ8dyfht+anVEx1i4PTo+LgmPj609PhIWQ2LAgTAbihdl/9vLjLpyT7mLF0JsXtKRUQFmTZZjc9OqhBwc3Ll4WbqQfoNWfheiKi4eO3x8y0AL19jV0DMgecsBLsKXDRPnIS6mufnApocebfxZ0Dzxe7VUiq+bCpHobIjxdxCjTCo1Fi2XZqFEa21sKmSegBzLaq7RNfWX2BFsr00udtFYD3sxi8me1K7Th3ZuKORM6hsf07tmRTz/5pOLiXBtPaPTIzvjj0W8j29af7iQX+9ixVfzEsEX9CD6NujBOMnkjCaZnVbkGs7wwIZF0IvvPiBs28h39/XtH8y0xjivIhhN9lCU24fOqC8QTqOx1NhAfyYaEkPBiIM28tnYxpQ2e8KTBRxFfweTp5caoqhCVfwRZV91BNVHmnahOnfKe9C2wFTPa3mYO6CcYUMeeFWWNO4DEQ5b/KK+uyU/hx96Yv/BL8qS0+WXm9et7W9Jt4thLs4x8Yg1uG5tT00pbqdpe7x8eWzXooHlIwNXbV53jR5hs7lmeVtPf9Zf49BZc6FsItnVPhJNyJyT550Wk95pzkXbRyJcrdgo1nLly792KW3t0izAEzKIR4A/8XvOquS0yYho5n2u4MxqEhu7u/kNo3y3KOZXlFdc43eRY8nswXkoo97RIHUV6pf139Q6fBPQyaC+LM/u0bhD9DSP/xrOJd7pcwlbuMf1b7VzwrFXS8KDa/luTxo/1ZFMtaUmDOomzXoxaCa2Jv9hsgVhzRbsnpq29ceHUgyDI41AESCs2T75vS3drQujfp/kC9i8ITuDTSZ7gviBx+DH2TuUTvqjUb9kZ3w1MQ/6stVixhjwgg6COwGvNImDsKG870yuuQExLDlzzgCsMGNKsGjBy1aHWUnOWiVI7P5GfTf/hgbdVYPCL2n1d/NI+LWTRiRCE204n9Adm4Ff81kD1k4qbtgDwTAEe7BWamDK47vd/DViE1+d2DP1clnzQp7pM+gtqvjn8vzHeee0vPOkvr30gkryQ9XkT6+4xkvIvXTWE26DN9Ehz2RDS93SBTfvXxZJYNvqZo/aRZnrpapchD3G/jwXuWz+T1DxEsrs/VwmVhxu66n2MOyCHmamJNKppxlDZ0q6snjUOqYeu47s3X30yN6Hj90JpwNOFnmiCxdF3EhvdAeSv1l/8LHRsSOH1d845GghLI4qhTZlnRBoFBXOVpk9JdwHMfnI+VV/bwzTg4hzcuWWAM+Rv1pUs5aOPX5yfEEu3VMY7MktPqdFMUmiaG5+dOP4gYY30H+r3WtHV68r5xi4ib4DviCiAvd5eFU7Ewyg6+W2yDW+hGIrEkWlTuGiTT4b/bur01ht355SgqFQUHTK9UWFmppvzwFu/feci8n85+HPW9Gx5N8daVREGqKkZRJZCz8FZAmNeE3BhxDaz9g9CEHZJLa5ktGwFKlzpxOd2UBvvd8DogAxdiujj27dkZb07fZAVgpGa4tBZylhZe0GeIy+s8xlsNp5hZvlFBwGPWPwOGrbGjr9RtntYIzmh10Gxr5zoZgwmDHrDjSEYjmfFXsNeiNjhFg4iGUvPkAJpI5gIOeLwDISE5Gd0NizAOIvO3xKsiv/wuC8hSj5DMyM91c0NjTnWuc/gbxRvHfwb6v1BXwi3A3PmMIyYRWAoPUCredrN2jdFdIxU+uXjcAkDjS3zuYa0Y8M6jNk8A4OtvXc1kr+Ulpa1H5Na3VgX5j8X9yKXtd0d0Wf0p+rRhn0nxcZG3Qa9i87/Q+s4wtP7NE3tYopJeVDX1TP2QwGB3pck5rvI2TCmqwzlX3AeMdd4CMDFcFPa00og2qXy3dOa2C+cI8GZtHgpXnBoTVCcvsoWxPsiXa0yqbD53uCw2v45BcegK96lZaalJX97OfE5fGdhrJvo+XZH5Pr/vWsTvuCYQ2aHm/R4m2Yivfehk5k7xQA7k40M/6bnsFCXUdY4MMRs8MH53cz7aJ/2OUfWSsUDu3RNbaK9VKdDx1Qs3V9OcUXCgmyg+FqgwJTy6AzGjYf/p/FWkbm/wGlESLEAAB4nGNgZACDtQFrmOL5bb4ycDO/APFvGnUEwuj/p/+bsxQz7QFyORiYQKIATOYMSQB4nGNgZGBg2vPfnIGBpev/6f8bWYoZgCIowBAAoPkGp3icLY0xCsJQEERn91tbKAa7DwlsMAYEq1S2Nlp8ENOJV8g1PIZWHsDK0jK38Az2Oln88JhhZj8jH/iTPaGXBgdd40gasiJx8J5PsQkJZaipJ5i+yQsmV97cYKMlFmHHDjDXLXXM7Mzugox/o+bItUPBLaOaCqK0KH2nQ8WdWtpvr4k39OGOasj/fSE9eXLzgZnnCXNMkP0AmiwcPwAAAAAAAAAAAAAAEgAyAG4AzgD4AVQBcgG4AfQCNAJgApQCxALiAwgDUgOEA7gEHgSABK4E7AU4BYQF2gYQBkgGggbABvYHaAegB8YIAAhCCFwIrgjkCRgJTgmACeYKDAo8Cm4KtAr6eJxjYGRgYDBmCGFgZgABJiBmZACJOYD5DAAQEwDQAAB4nG2RzWrbQBSFzyiOS6lJF4Uuy9CVTW1Z0iJGJgQSt945iwRCtkIeJIGlMdI4wos+Qpd9jb5QSx+l9Mx4ugjUgzXf3Lk/584FcIEfEDj9Gvz2LPBW1J4DvBLfPJ/ho/jpeYBhMPJ8jjfBJ89D2r/QUwxe8/TLRVkW+CA2ngNciK+ez/BZfPc8wEj88XyO98E7z0OMggVW0NjjiBYVCpQwkBgjx4R7jJRrgSk5QcSVkm5QQzn/HBn7k9hwN4xVvLF0utnx5oHZc54VrUeX+crVMKy5xJyrdyukf42Ou2bmAtesb6v2jLWZJe6Zo3N1n/nd0rKmb+P03rloRVpRyy2eqDxhLqz0/thWRWnkOJ/IOE0XU5lEUSpvatVWedbITWZKVWeGh5180HmlzFGOr0pj9sv5vO/7MKu7ULfF9WQq+8qU8l51qn1WW7nWjZF3Wa3kanP7FCe2HiXVbO1AWVaqfRpNsZYbK6feH4xq5UZvVUuDbaqg944NtDyq4rDLCP9aW/vnUG4AIQcg+Wwv2zxZEvIMl/zbQdnBwepbU7mSSRjJpVdJSOLZ5SyJ4hQvEuHkADw6vR2fXrvxxq4yHlXbVbqRcRj9P/AvAzKBAQAAAHicfcpJCoIAAEDRl50gKGvjJqIUBKWBorZNNthEE3X/c+QJ+vB2X+B/o0pNoK6hqSXU1hHp6ukbiCVSmdywescmpmbmFpZW1ja2Cjt7B0elk7OLq5u7h6eXt4/vD6i3CxsAAAA=) format("woff")}.ff1{font-family:ff1;line-height:.901000;font-style:normal;font-weight:400;visibility:visible}.ff2{font-family:ff2;line-height:1.001000;font-style:normal;font-weight:400;visibility:visible}@font-face{font-family:ff3;src:url(data:application/font-woff;base64,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) format("woff")}.ff3{font-family:ff3;line-height:1.001000;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)}.ls0{letter-spacing:0}.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}}.ws2{word-spacing:-49.5742px}.ws1{word-spacing:-12.393352px}.ws0{word-spacing:-12.343381px}.wsd{word-spacing:-8.586491px}.ws4{word-spacing:14.737605px}.ws9{word-spacing:14.930132px}.ws8{word-spacing:15.551707px}.wsc{word-spacing:15.580017px}.wsa{word-spacing:15.724053px}.ws14{word-spacing:15.962631px}.ws6{word-spacing:16.55537px}.wsb{word-spacing:16.842199px}.wse{word-spacing:16.880216px}.ws13{word-spacing:16.890641px}.ws11{word-spacing:16.89112px}.ws10{word-spacing:16.891263px}.wsf{word-spacing:17.884597px}.ws12{word-spacing:17.9328px}.ws5{word-spacing:18.783723px}.ws7{word-spacing:18.851438px}.ws3{word-spacing:43.072931px}._8{margin-left:-4.003206px}._0{margin-left:-2.974293px}._4{margin-left:-1.391090px}._2{width:1.011149px}._3{width:2.202834px}._1{width:3.2229px}._7{width:17.782411px}._6{width:20.356715px}._b{width:21.695121px}._c{width:25.126512px}._5{width:30.730100px}._a{width:38.302129px}._9{width:77.572603px}.fc0{color:#000}.fs2{font-size:47.820800px}.fs1{font-size:68.8616px}.fs0{font-size:99.1484px}.y10{bottom:152.514788px}.yf{bottom:172.871819px}.ye{bottom:193.227314px}.yd{bottom:235.344117px}.yc{bottom:295.337856px}.yb{bottom:315.693862px}.ya{bottom:336.050894px}.y9{bottom:356.406388px}.y8{bottom:383.356813px}.y7{bottom:403.713844px}.y6{bottom:424.069851px}.y5{bottom:444.426882px}.y4{bottom:464.782377px}.y3{bottom:506.89918px}.y2{bottom:595.429657px}.y1{bottom:637.54646px}.y0{bottom:711.781282px}.h3{height:35.8656px}.h2{height:48.203120px}.h1{height:69.403880px}.h0{height:1014.58492px}.w0{width:783.997438px}.x0{left:95.867002px}

ACTSC445 Study Guide - Final Guide: Enterprise Risk Management, Project Risk Management, Root Mean Square

Canada

Quantitative Enterprise Risk Management

Actuarial Science

Jiahua Chen

University of Waterloo

Introductory Financial Mathematics

Introduction to Investments

Corporate Finance

Introduction to Financial Accounting

Classical Mythology

Introduction to Optimization

Network Flow Theory

Deterministic OR Models

Introduction to Computer Science 1

Introduction to Computer Science 2

Concepts for Advanced Computer Usage

Management Information Systems

Applications Software Engineering

Basic Human Resources Management

Algebra for Honours Mathematics

Linear Algebra 1 for Honours Mathematics

Calculus 1 for Honours Mathematics

Calculus 2 For Honours Mathematics

Linear Algebra 2 for Honours Mathematics

Calculus 3 for Honours Mathematics

Introduction to Combinatorics

Organizational Behaviour

Introductory Psychology

Introduction to Tourism

Evil

Probability

Statistics

Computer Simulation of Complex Systems

Applied Linear Models and Process Improvement for Business

Survey Sampling and Experimental Design Techniques for Business

Fixed Income Securities

Introduction of Business Organization

Financial Management 1

Introduction to Microeconomics

Introduction to Macroeconomics

Intermediate Macroeconomic Analysis for Management

Functional Areas of the Organization

ACTSC445 Lecture Notes - Interest Rate Risk, General American, Credit Risk

RMI-4347 Chapter Notes - Chapter 26: Enterprise Risk Management, Commons, Cash Flow

MGMT 100 Study Guide - Final Guide: Disability Insurance, Mutual Insurance, Professional Negligence In English Law

ACTSC445 Study Guide - Final Guide: Enterprise Risk Management, Project Risk Management, Root Mean Square

Get access

Related Documents

ACTSC445 Lecture Notes - Interest Rate Risk, General American, Credit Risk

RMI-4347 Chapter Notes - Chapter 26: Enterprise Risk Management, Commons, Cash Flow

MGMT 100 Study Guide - Final Guide: Disability Insurance, Mutual Insurance, Professional Negligence In English Law