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## Calc II: Test 1 Equations Sheet

1 review
by: Larue-hill Notetaker

101

1

1

# Calc II: Test 1 Equations Sheet 1215

Marketplace > Missouri University of Science and Technology > Math > 1215 > Calc II Test 1 Equations Sheet
Larue-hill Notetaker
Missouri S&T
GPA 2.6

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## About this Document

This equations sheet is a compilation of what is going to be on Calculus II, Exam 1. Sections that will be covered on Exam 1 are: -6.5 Length of Curves -7.1 Inverse Functions -7.2 Nat...
COURSE
Calculus for Engineers II
PROF.
Kimberly Kinder
TYPE
Study Guide
PAGES
1
WORDS
CONCEPTS
Math, Calculus, II, Kinder, Missouri S&T, Rolla, engineers, Vu, Oong, 1215
KARMA
50 ?

## 1

1 review
"Better than the professor's notes. I could actually understand what the heck was going on. Will be back for help in this class."
Kaela

## Popular in Math

This 1 page Study Guide was uploaded by Larue-hill Notetaker on Saturday January 23, 2016. The Study Guide belongs to 1215 at Missouri University of Science and Technology taught by Kimberly Kinder in Spring 2016. Since its upload, it has received 101 views. For similar materials see Calculus for Engineers II in Math at Missouri University of Science and Technology.

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## Reviews for Calc II: Test 1 Equations Sheet

Better than the professor's notes. I could actually understand what the heck was going on. Will be back for help in this class.

-Kaela

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Date Created: 01/23/16
Exam 1 (6.5, 7.1-7.3, 7.5-7.6) Tuesday, September 8, 2011:05 PM 7.1 - Inverse Functions 7.2 - Natural Log & Exponential Functions 6.5 - Length of Curves If f is a function, to have an inverse function f must be 1-1. (strictly increasing or de•reNatural log Derivative and Integral Domain = Range f ○ (ln(x))' = Range =Domain f ○ • Find Inverse of a function ○ To find inverse of a function replace y with x and vise versa, solve for y • Exponential Derivative and Integral ○ • Horizontal Line Test ○ ○ Determines if function is one-to-one • Derivatives of the inverse • Log Differentition to find derivatives ○ ○ • Slope of tangent to an inverse function ○ Reciprocal of f '(x) at x= ○ ln( ○ ln(xy) = lnx + lny 7.5 - Inverse Trig Functions 7.3 - Log & Exponential with other bases ○ ln =blna • Solving log equations ○ y = 7.6 - L'Hopital & Growth Rates • Derivative and Integral with log & exponential functions ○ • Form: ○ ○ • Limits of log & exponentials • Form: • Equation of tangent ○ ○ • Form: ○ Take natural log of both sides ○ • Form: ○ Multiply by the Conjugate • Growth Rates ○ If ○ If ○ If ○ Increasing growth rates as n • Exam 1 Review Page 1

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