RICHLAND COLLEGE
MATH 1325
EXAM 1 REVIEW
NAME_ CLASS_DATE_
MULTIPLE CHOICE. Choose the one alternative that best completes the statement or answers the quest
Complete the table and use the result to find the indicated limit.
x 4
, find lim f(x).
1) If f(
Notes 11.3 11.4
NAME_CLASS_DATE_
RATES OF CHANGE AND DEFINITION OF DERIVATIVES
MAIN IDEA:
The student will be able to calculate rate of change.
The student will be able to calculate slope of the tangent line.
The student will be able to interpret the mea
Notes 11.2
NAME_CLASS_DATE_
Continuity
MAIN IDEA:
The student will understand the concept of continuity
The student will be able to apply the continuity properties
Some graphs may have breaks, holes and some other irregularities.
Definition of Continuity
Notes 11.1
NAME_CLASS_DATE_
MAIN IDEA: The student will be able to;
 Analyze limits: a graphical approach and algebraic approach
 Understand the concept of infinite limits and calculate limits at infinity.
LIMITS
Limit is used to describe the behavior o
Notes 11.5 12.1
NAME_CLASS_DATE_
GRAPHICAL DIFFERENTIATION
MAIN

IDEA: The student will be able to
Sketching the graph of the derivative given the graph of the original function.
Calculate the derivative of a constant function.
Apply the power rule, con
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Spiraling Review  Exponential and Logarithmic Inequalities
Find the inverse of the following functions.
1.y=2(x+1)2+3 2.fx)=3"+2 3.y=log0_5x
/~l«;l \ 55.?
X;5 . W9 34:. K: lzn 5 y
3' A \ "SK: y
w\_ ~n~wrv»"W X
loaqx'})=\ [3.5
Describe the transform
MATH 1325 UNIT EXAM 2 FALL 201
Student ID: '
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Name. v '1:be amrff 15' k.
Please write your student ID in all the sheets in the question book.
Exam is 100 minutes long
Show all your work in the question book.
You will receive no credit for sim
Exam
f") 3
Name/J if .
MULTIPLE CHOICE. Choose the one alternative that best completes the statement or answers the question.
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Use I = Prt for simple interest to find the indicated quantity. L (Zivgf/n ' I; h 'j
1) P = $22,660; r = 13%;
Student ID: ,"
RlCHLAND COLLEGE MATH 1325 SPRING 2014 UNIT EXAM 3
Date:
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Rules:
Please write your name in this page alone.
Please turn off all electronic devices.
You are allowed to use a graphing calculator without a comp
Name
Lesson 82: Exponential Functions (Transformations & Equations)
Part A: General Form
0 i. y: GLbVh +K
2. a: stverch QV shrink [reect 2. it negavc:
3. .xh:
4. x+h: '9'?!" h
5. k: mg or don? K
Part B: lnterestformuia
(yggwr
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i
o 2. CGWQOunde
MATH 1325 REVIEW FOR UNIT EXAM 3
1. Find the location and values of the absolute extrema, if they exist, for the function
F(x) = x4 4x3 + 8x2 + 20.
41X): 4x3l2X21L I
WK) : ,Lf.x(xz+3)(l+) :0 9 1C.Lntlcal numbers
(X llXxl) =0
X"d+) [)0
X llx)
Eval tel _
Aldrick sequeira
!) A Formula Y= 20,000=2800X
B Y=20,0002800(5)
Y=20,00014000
Y=6000
My answer and the graph shows it being like 7 so the answer is no because I got 6000.
C The X is for the number of years
The Y is for the cars value
D Y 2800
X 7