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WorksheetsSpring TEKS Review
Total questions: 79
Worksheet time: 1hrs 22mins
What is the center of dilation for this transformation?
(0,0)
(2,4)
(2,2)
(3,1)
What is the scale factor for this transformation?
¼
½
2
4
What is the center of dilation for this transformation?
(0,0)
(20,12)
(12,4)
(18,12)
What is the scale factor for this transformation?
4/3
2
3/2
4
What is the center of dilation for this transformation?
(0,0)
(6,0)
(3,4)
(1,1)
What is the scale factor for this transformation?
¼
⅓
½
¾
What are the coordinates for the image after a 90° rotation counterclockwise AND a reflection over the x-axis?
A'(-4,-3) B'(3,-8) C'(2,-2)
A'(-8,3) B'(-1,8) C'(-2,2)
A'(4,3) B'(3,8) C'(2,2)
A'(-4,3) B'(3,8) C'(2,2)
What are the coordinates after a reflection over x=−2 AND a translation 2 units up?
D'(1,4) E'(9,5) F'(4,2)
D'(-1,2) E'(-9,3) F'(-4,-4)
D'(-3,4) E'(5,5) F'(0,-2)
D'(-1,4) E'(-9,5) F'(-4,-2)
Determine if this triangle is right, acute, or obtuse.
Right
Acute
Obtuse
Determine if this triangle is right, acute, or obtuse.
Right
Acute
Obtuse
Determine if this triangle is right, acute, or obtuse.
Right
Acute
Obtuse
Determine if this triangle is a right, acute, or obtuse triangle.
Right
Acute
Obtuse
Determine if this triangle is right, acute, or obtuse.
Right
Acute
Obtuse
Determine if this triangle is right, acute, or obtuse.
Right
Acute
Obtuse
Determine if this triangle is right, acute, or obtuse.
Right
Acute
Obtuse
Determine if this triangle is right, acute, or obtuse.
Right
Acute
Obtuse
Find the length of side x.
6
8.5
10.4
12
Determine the length of side a in this triangle.
2
1.9
2.2
3
Determine the length of side b of this triangle.
1.9
1
2
2.2
Determine the length of side x.
7.9
4
3.2
6.5
Solve for side y.
8.6
7.4
9.1
10.3
Solve for side x.
4.2
5.1
3.7
2.4
Solve for side x.
12.5
28
16.7
14.2
Solve for side y.
14
6.1
2.2
7
Given that a = 10, solve for b.
20
34.6
30.8
25.7
Given a = 10, solve for c.
10
20
30
40
Given c=40, solve for a.
10
20
30
40
Given c=40, solve for b.
34.6
11.5
20
30
Given a=8, solve for b.
8
11.3
16
13.9
Given a = 8, solve for c.
8
11.3
16
13.9
Given c = 9√2, solve for a.
12.7
3
5.2
9
Given c = 9√2, solve for b.
12.7
9
5.2
18
Name the quadrilateral that is described.
Rectangle
Isosceles trapezoid
Rhombus
Kite
Name the quadrilateral.
Kite
Rhombus
Square
Trapezoid
Describe the quadrilateral.
Kite
Rectangle
Square
Rhombus
Find the value of x in this parallelogram.
30
45
60
90
Find the value of angle C.
97
108
133
83
Find the value of x in this parallelogram.
5
10
15
20
Find the value of y in this parallelogram
5
10
15
20
Solve for x in this rectangle.
15
45
30
20
Solve for y in this rectangle.
4.2
6
3
5.2
Solve for z in this rectangle.
3
4.2
5.2
6
m∠AEB = ?
30
45
60
90
m∠BCE = ?
30
45
60
90
Find the measure of AB.
6
10
17
20
Find the measure of AC
10
16
8
15
Find the measure of AE.
10
16
8
15
Find the measure of ED.
10
8
21
16
Find the measure of EC.
10
8
15
21
Find the measure of BD.
10
8
15
21
If a regular polygon has an interior angle of 135°, what kind of polygon is it based on the number of sides?
Hexagon (6)
Heptagon (7)
Octagon (8)
Nonagon (9)
If each exterior angle of a regular polygon is 30°, how many sides does the polygon have?
9
12
15
6
If a regular polygon has 32 sides, what is the measure of each interior angle?
132.58
100.24
145.32
168.75
If a regular polygon has 32 sides, what is the measure of each exterior angle?
11.25
24.75
36.54
48.27
If trapezoid ABCD was graphed on a coordinate grid with the coordinates A (-12, 10) B (4, 10) C (4, 6) D (-17, 6),
what would be the coordinates of the endpoints of midsegment XY?
X(4,10) Y(4,6)
X(4,10) Y(-17,6)
X(-12,10) Y(4,6)
X(-14.5,8) Y(4,8)
If trapezoid ABCD was graphed on a coordinate grid with the coordinates A (-12, 10) B (4, 10) C (4, 6) D (-17, 6), what would be the length of XY?
12.5
18.5
20.5
8.5
Three vertices of a rectangle are (−4, 4), (6, 0), and (4, −5). What are the coordinates of the 4th vertex?
(-6,-1)
(-1,-6)
(1,6)
(-1,-6)
Find the arc length of AB.
6.3
3.1
9.4
12.6
Find the area of the shaded region (sector area).
9.4
6.3
18.8
28.3
In circle O, the arc length of AB is 6π. Find value of x.
180
120
60
240
In circle A, the measure of arc CD = 98°. Find the measure of ∠CAD.
98
49
196
34
In circle A, the measure of arc CD = 98°. Find the measure of ∠CBD.
98
49
196
102
Find the measure of angle C in this figure.
112
56
72
104
Find the measure of arc AB.
112
56
104
144
Find the measure of arc BC.
56
112
104
144
Find the measure of arc AC.
144
56
112
104
Circle Z has center (2, −1) and passes through point X. Find the equation of the circle.
(x-2)2+(y+1)2=85
(x+2)2-(y-1)2=85
(x-2)2+(y+1)2=9.2
(x-2)2-(y+1)2=9.2
Points R(-1, -2) and S(-7, 6) are the endpoints of the diameter of Circle T. Find the equation of Circle T.
(x-4)2 - (y-2)2 = 25
(x+4)2 + (y-2)2 = 25
(x-4)2 - (y-2)2 = 5
(x+4)2 + (y+2)2 = 5
Find the area of this figure. A = ½ap
346
2076
1038
173
Calculate the area of this regular pentagon.
522
1044
72
144
Find the area of this regular octagon.
162
1833.3
916.7
324
Find the area of the shaded region
651.1 in2
84.8 in2
325.6 in2
191.7 in2
Find the area of the shaded region.
1250 ft2
541.3 ft2
468.7 ft2
781.3 ft2
Find the surface area of this figure.
256
425.4
880
1760
Find the volume of this figure.
5178.8
4096
1082.8
2048
Find the surface area of this figure.
226.2
452.4
113.1
72.1
Find the volume of this figure.
452.4
113.1
263.9
80.7
How many times larger would the area increase by from the triangle to the left to the triangle on the right?
2
3
4
5
By how many times would the area increase from the triangle on the left to the triangle on the right?
1/3
2/3
4/3
5/3
