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IMATH
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Math 142 ONLINE
Math 143  Precalc I&II
Math&151  Calc I
Math&152  Calc II
Math&163  Calc III
Math&221  DE's
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am I?
Writing in Mathematics
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Quarters
External Links
MAA
AMS
Math Fun Facts
Math Digital Library
Math in the Media
Mathworld
The LaTeX Project
TI guidebooks
How to
Study

Math 151 Calculus I  Fall 2015
This course covers differential
calculus and focuses on learning limits, the definition of the
derivative, as well as a fundamental understanding of rates of change
from an algebraic, numeric, and graphical point of view.
Homework and quizzes are done using the online homework system
MyMathLab. Please use this
handout to help with registering with the course webplatform.
Mathematica software is available for all
students that are registered at Olympic College. Follow the
information in this handout
to put this software on your home pc or laptop.
Mathematica
Getting Started Guide
Mathematica Labs:
Lab
1 (Save as and open inside Mathematica or using the CDF
player)
Lab 1 (pdf format, opens with Acrobat reader
and is Static)
Lab 2 (Save as
and open inside Mathematica or using the CDF player)
Lab 2 (pdf format, opens with
Acrobat reader as is Static)
Helpful Websites
Visual Calculus
 useful for extra reading, plus many animations.
S.O.S.
mathematics  a free source for review of mathematics
Calculus.org  another source for animations and links to other
calculus websites.
Handouts
Review material
& Review Solutions
Love Radians handout
Optimization handout solutions
Exams
Exam 1 Practice
and Solutions
Exam 2
Practice and
Solutions
Final Exam
Preparation and
Solutions
Take Home Work:
Exam
1 Take Home Portion Winter 2017
Videos
Tangent & Velocity 
handout to go along with
video
Limits Algebraically 
handout
to go along with
video1, video2,
video3, and
video4
Limits at Infinity & Infinite Limits 
handout to go along with
video1,
video2,
video3
and video4
Continuity  handout to go
along with video1,
video2 and
video3
Derivative at a point  handout
to go along with
video1,
video2,
video3,
video4 and
video5
Derivative Function  handout
to go along with
video1,
video2,
video3,
video4,
video5
and
video6,
video7 and
video 8
Differentiation Rules 
handout to go
along with
video1,
video2,
video3, and
video4
Product & Quotient Rules 
handout to go along
with video1,
video2,
and video3
Trigonometric Derivatives 
handout to go along
with
video1,
video2,
video3,
video4
and video5
Chain Rule: handout
to go along with
video1,
video2,
video3, and
video4
Implicit Differentiation:
handout to go along
with
video1,
video2,
video3, and
video4
Derivative of Logarithms:
handout to
go along with
video1,
video2,
video3,
video4
and video5
Inverse Trig Derivatives:
handout to go along with
video1,
video2,
video3, and
video4
Related Rates:
handout to go along with
video1,
video2,
video3,
and video4
Relative Extrema  handout to go
along with video1,
video2,
video3, and
video4
First/Second Derivative 
handout
to go along with
video1,
video2,
video3,
video4, and
video5
Sketching Functions 
handout to go
along with
video1,
video2,
video3, and
video 4
Optimization  handout to
go along with
video1,
video2,
video3,
video4,
video5,
and video6
Linear Apprx/ Differentials 
handout to go along
with video1,
video2,
video3
L'Hospitals Rule  handout to go along with
video1,
video2,
video3,
video4, and
video5
AntiDerivatives  handout
to go along with
video1,
video2,
video3,
video4,
and
video5

