Chapter 6 Test Review
Name:
Date:
Period:
PreCalculus
Ms. Cave
Show your work! There will be a NONCALCULATOR and a CALCULATOR portion of this test, taken
on two different days!
NONCALCULATOR SECTION:
There will be a blank unit circle on the noncalculat
Section 6.16.4 Quiz Review
Name:
Date:
Period:
PreCalculus
Ms. Cave
Show your work! There will be a NONCALCULATOR and a CALCULATOR portion of this quiz!
NONCALCULATOR SECTION:
There will be a blank unit circle on the noncalculator portion of the quiz,
Chapter 7 Quiz Review
Name:
Date:
Period:
PreCalculus
Ms. Cave
Show your work! This will be a NONCALCULATOR quiz!
There will be a blank unit circle on the quiz, for you to use if youd like to. It will NOT be graded. Here
is the unit circle that will be p
GRAPHING TRIG FUNCTIONS!
Name: _
Graph each function below and identify the period & amplitude. Label the xaxis with EIGHT
values for each graph. Clearly mark all asymptotes.
1
= cos ( 2 ) + 2
Period: _
= 3 sin (3 ) 1
Amplitude: _
= sec (4 ) 3
Amplitu
w= 1 u  ' " ~
LlJ Practice Worksheet _
, Polygons and Polyhedra ED \K)
St
ate the number of sides for each convex polygon
l. _
quadrilateral L 2. octagon % 3. 83g0n S; 7
 J
4. h '
eptagon 7 5. decagon EC 6. hexagon cg:
.A .r L" \.D\.&\.F\.C7
8. Nam
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BME _ 513 ( 1 g' l p
Chapter 11 Test, [Form 1A
Write the letter for the correct answer in the blank at the
right of each problem.
1. Which solid corresponds to the net shown.
at the right?
A .
C. l
B.
D
a 2. The base of a right rectangular prism
NAME : DATE
;.§hapler 9 Test, Form 2A
I?
1. 00 has center at (2, 3). The circle contains points A(2 8)
8(2, *2), MP3, 3), and N(7, 3)_ F .
radius of the circle. 1nd the diameter and the
, Write an equation for a circle with _
2 a radius 0f6 units cente
6 l 3 J Practice Worksheet
b Surface Area of Prisms and Cylinders
lse the right cylinders shown to answer each of the
ollowmg. Express all answers in terms of 1T.
1 Find the circumference 5. Find the circumference
of the base. of the base.
Cn . .LC
2. F
Practice Works heef
) Parts of Circles
Refer to the figure at the right.
1. Name the center of GP.
2. Name three radii of the circle. W
A? Wm \VR)
. {x
. +\ a
4. Name two chords.
1} PK 1
5. Name a line tangegt to OP.
6 . .A r
6. Name a line that is ai'y
Geometry
Pg 431 #18 46
In circle x, E/IBE, mR= 94, and max}; =1o4. Find each measure.
m: CH 44. Draw an obtuse triangle. Inscn'be the triangle in a circle.
A
;/
45. Suppose an acute triangle is inscribed in a circle. Can the center of the circle be
in
200" II'uon Skills ( ontest Level [11 Exam
2009 Mathematics Skills Contest
Geometry Integrated II or Unied ll
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1 o. tlu. lllSl unswcr for each question.
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I. Find the limit: iiin(3.ic2 +5) \i'\(
(a) 4! l7 (C) II (d) o (e) None ofthese 37
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f 2 ,1
2. Use the graph to nd lirn_f(x) i
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@2 (b) l (c) 3/2 (d) DNE (e) None ofthese
2 fnqi.
3. Find the limit: iimx+,3 I é
r *"I 35 +1
@0 (b) 00 (c)
0 ind the derivative in each of the following. {74 I f I 1
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I. f(x)=cos(3x2+x) D \ :/_,/"'
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2. y=(4.1:+5)66
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1 Quiz 3.13.5
f Show that the Mean Value Theorem (MVT) applies to f(x)= J 2 on [2,6] , and then find all values ofc in
I the interval guaranteed to exist by the MVT. 3 U YWUUUE Gym) dkltti Q KR (\,\'J'('(.
on m MHZt uMDJ, 8L. y: mm m mm:
7. V.
No calculators. [fa limit is innite, be sure to say so. Show work for credit.
1. lim E5 (L lq 2. llml35inx
\'+*5x25(§§) w" x
' \ma. mm)
X NC 39? Blm T
\( 2; \mly 13.,
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a x 1* Jr 8 1F)
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[21] tanx COSXTO 4. ll:
1. A turkey runs perpendicular from a barn door at the rate of 3 ft/sec. An owl, perched in a window
directly above the door of the barn and 30 feet above the ground, watches the turkey run. (See the
picture). At what rate is the angle of elevation from t
5 Practice Related Rates Quiz
Use a calculator for computation here. Give all answers rounded to the nearest thousandth (3 decimal places).
' O
l. A mouse runs from its hole at the base of a wall; it runs perpendicular to the wall at the rate of 4 W560.
A
Quiz 22. 23 No calculators.
l
E dind the derivative of each of the following in numbers 15. /\_
i 1. =3x52x3+8x11
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1 2
2 =+ x
x
3. s(1)=tsint
simi twist} \~ me i
5. g(x)=cotx+556cx " r \ J
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