.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:.986328;font-style:normal;font-weight:400;visibility:visible}@font-face{font-family:ff2;src:url(data:application/font-woff;base64,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) format("woff")}.ff2{font-family:ff2;line-height:.986816;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}}.ws0{word-spacing:-96.83712px}.ws2{word-spacing:-37.65888px}.ws1{word-spacing:-25.15968px}.ws3{word-spacing:0}._0{margin-left:-3.346562px}._3{margin-left:-1.390259px}._1{width:1.460322px}._2{width:2.760786px}.fc1{color:#000}.fc0{color:#404752}.fs1{font-size:40.32px}.fs0{font-size:103.68px}.y0{bottom:0}.y21{bottom:131.587309px}.y20{bottom:151.264363px}.y1f{bottom:178.319833px}.y1e{bottom:205.683137px}.y1d{bottom:225.359679px}.y1c{bottom:245.036734px}.y1b{bottom:264.405954px}.y1a{bottom:284.083009px}.y19{bottom:311.445801px}.y18{bottom:338.501270px}.y17{bottom:358.178325px}.y16{bottom:385.541629px}.y15{bottom:412.904421px}.y14{bottom:432.273641px}.y13{bottom:451.950696px}.y12{bottom:471.62775px}.y11{bottom:491.304292px}.y10{bottom:518.359762px}.yf{bottom:545.723066px}.ye{bottom:565.400121px}.yd{bottom:585.076663px}.yc{bottom:604.445884px}.yb{bottom:631.809188px}.ya{bottom:659.172492px}.y9{bottom:678.541712px}.y8{bottom:698.218254px}.y7{bottom:717.895309px}.y6{bottom:745.258613px}.y5{bottom:764.627833px}.y4{bottom:784.304375px}.y3{bottom:803.98143px}.y2{bottom:831.344734px}.y1{bottom:878.692030px}.h4{height:30.279375px}.h3{height:30.31875px}.h2{height:77.86125px}.h1{height:991.526171px}.h0{height:1014.58492px}.w1{width:760.93869px}.w0{width:783.997438px}.x0{left:0}.x1{left:23.058748px}.x2{left:69.176245px}

ACTG 3120 : ACTG 3120 - Pension Questions

Canada

Intermediate Financial Accounting II

Accounting

Elizabeth Farrell

York University

Intermediate Financial Accounting I

Managerial Cost Accounting & Analysis

Management Accounting & Control System

Auditing Information Systems

Introduction to the Linguistic Study of French

Personal Finance

Business Administration and the Law

Information Systems

All Subjects

Mathematics

Statistics

Computer Science

Calculus

Psychology

Management

Biology

Physics

Chemistry

Electrical Engineering

Mechanical Engineering

Marketing

Music

History

Project Management

Business

Architecture

Geography

Science

Nursing

Information Technology

Engineering

English

Finance

Philosophy

Astronomy

Communications

Sociology

Anthropology

Prealgebra

Algebra

Precalculus

Ethics

Geometry

Probability

Economics

ACTG 3120 : ACTG 3120 - Pension Questions

Get access