.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:.943;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:.944336;font-style:normal;font-weight:400;visibility:visible}.ff3{font-family:ff3;line-height:.958008;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)}.v4{vertical-align:-5.251733px}.v1{vertical-align:-2.849477px}.v3{vertical-align:2.755789px}.v2{vertical-align:4.357293px}.ls4{letter-spacing:0}.ls3{letter-spacing:.009609px}.ls0{letter-spacing:1.201128px}.ls2{letter-spacing:27.866176px}.ls1{letter-spacing:28.846296px}.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:-13.366155px}.ws1{word-spacing:-13.356546px}.ws2{word-spacing:0}._0{width:1.081015px}.fc0{color:#000}.fs2{font-size:48.045131px}.fs1{font-size:57.654157px}.fs0{font-size:60.056413px}.y1a{bottom:-363.876107px}.y19{bottom:-329.511913px}.y18{bottom:-297.712212px}.y17{bottom:-268.477002px}.y16{bottom:-236.677301px}.y15{bottom:-204.877599px}.y14{bottom:-173.077898px}.y13{bottom:-141.278197px}.y12{bottom:-109.478495px}.y11{bottom:-77.678794px}.y10{bottom:-43.3146px}.yf{bottom:-12.940371px}.y0{bottom:0}.ye{bottom:10.026835px}.yd{bottom:39.262044px}.yc{bottom:71.061746px}.yb{bottom:102.861447px}.ya{bottom:134.661149px}.y9{bottom:166.460850px}.y8{bottom:198.260551px}.y7{bottom:230.060253px}.y6{bottom:261.859954px}.y5{bottom:293.659656px}.y4{bottom:325.459357px}.y3{bottom:359.823551px}.y2{bottom:392.249373px}.y1{bottom:507.293741px}.h6{height:35.400440px}.h4{height:42.283468px}.h5{height:42.480529px}.h3{height:44.381689px}.h2{height:420.138224px}.h1{height:1014.58492px}.h0{height:1014.588763px}.w2{width:609.707986px}.w1{width:783.997438px}.w0{width:784px}.x0{left:0}.x2{left:4.808423px}.x3{left:20.195375px}.x4{left:35.582327px}.x5{left:50.96928px}.x1{left:87.145546px}

CHEM 211 Study Guide - Midterm Guide: Stereochemistry, Newman Projection, Conjugate Acid

United States

Organic Chemistry I

Chemistry

charlebois Amber

SUNY Geneseo

Intro to Financial Accounting

M/Nutrition, Disease & Health

Gen BiolCells,Genetics,Evol

N/GenBioDiversity,Physiol,Eco

Principles of Ecology

Biology Second Year Laboratory

Principles of Genetics

N/Chemistry II

Organic Chemistry II

Business Law I

F/Introduction to the Theatre

F/Hist Costume Through 18thCen

CHEM 2060 Chapter : Exam 1 Study Guide 1

CHEM 2060 : Test 1 Study Guide Ochem

Chemistry: Structure and Properties

Basic Chemistry

Principles of Chemistry Molecular Approach

Chemistry: A Molecular Approach

Principles of Chemistry: A Molecular Approach

Chemistry: The Central Science

All Subjects

Accounting

Mathematics

Statistics

Computer Science

Calculus

Psychology

Management

Biology

Physics

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

CHEM 211 Study Guide - Midterm Guide: Stereochemistry, Newman Projection, Conjugate Acid

Get access

Related textbook solutions

Chemistry: Structure and Properties

Basic Chemistry

Principles of Chemistry Molecular Approach

Principles of Chemistry Molecular Approach

Chemistry: Structure and Properties

Chemistry: A Molecular Approach

Chemistry: A Molecular Approach

Principles of Chemistry: A Molecular Approach

Chemistry: The Central Science

Related Documents

CHEM 2060 Chapter : Exam 1 Study Guide 1

CHEM 2060 : Test 1 Study Guide Ochem