images
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|---|---|---|
<image>Find the measure of $\angle 1$.
|
70
|
|
<image>Find $x$. $A = 78$ cm$^2$.
|
8.0
|
|
<image>Find x.
|
5 \sqrt { 3 }
|
|
<image>Find $x$ so that the quadrilateral is a parallelogram
|
2
|
|
<image>In $\odot C$, $m \angle HCG=2x$ and $m \angle HCD=6x+28$, find $m \widehat {HD}$.
|
142
|
|
<image>In the figure, the vertices of quadrilateral ABCD intersect square EFGH and divide its sides into segments with measures that have a ratio of 1:2. Find the area of ABCD.
|
45
|
|
<image>Find the measure of $XT$.
|
7
|
|
<image>In $\odot A, m \angle E A D=42$. Find $m \widehat{E D B}$
|
222
|
|
<image>$m \widehat{J H}=114$ Find $m\angle 1$
|
33
|
|
<image>Find the value of the variable w.
|
8
|
|
<image>Find y.
|
14
|
|
<image>Given $a ∥ b$, find $m∠1$.
|
79
|
|
<image>In the figure, $ \triangle ABC$ is isosceles, $ \triangle DCE$ is equilateral, and $ \triangle FCG$ is isosceles. Find the measures of the $\angle 5$ at vertex $C$.
|
18
|
|
<image>In $\Delta G H J$, $H P=5 x-16$, $P J=3 x+8$, $m \angle G J N=6 y-3$, $m \angle N J H=4 y+23$ and $m \angle H M G=4 z+14$. Find $m∠GJH$ if $\overline{JN}$ is an angle bisector.
|
150
|
|
<image>Find $x$.
|
8
|
|
<image>Find $m \angle A G D$
|
90
|
|
<image>Find the measure of $∠T$ to the nearest tenth.
|
64.6
|
|
<image>Find the perimeter of the triangle. Round to the nearest tenth if necessary.
|
80
|
|
<image> In the figure, below, square $A B C D$ is attached to $\triangle A D E$ as shown. If $m \angle E A D$ is $30^{\circ}$ and $A E$ is equal to $4 \sqrt{3}$, then what is the area of square $A B C D $?
|
64
|
|
<image>Find the area of the figure. Round to the nearest tenth.
|
12
|
|
<image>Find $m \angle 2$.
|
39
|
|
<image>Find the area of the parallelogram. Round to the nearest tenth if necessary.
|
153
|
|
<image>Find $m\angle X$
|
36
|
|
<image>Use rhombus $A B C D$ with $m \angle 1=2 x+20, m \angle 2=5 x-4$, $A C=15,$ and $m \angle 3=y^{2}+26 .$
Find x
|
8
|
|
<image>Find the area of the figure.
|
150
|
|
<image>Find the area of the shaded region. Assume that all polygons that appear to be regular are regular. Round to the nearest tenth.
|
4.1
|
|
<image>In the figure, $m ∠ 12 = 64$. Find the measure of $ \angle 8$.
|
116
|
|
<image>Each pair of polygons is similar. Find AB
|
\frac { 16 } { 3 }
|
|
<image>Find $y$.
|
8
|
|
<image>The diameters of $\odot A, \odot B,$ and $\odot C$ are $8$ inches, $18$ inches, and $11$ inches, respectively. Find $FB$.
|
5
|
|
<image>Find y so that $e || f$.
|
20
|
|
<image>In $\odot G, m \angle A G B=30$ and $\overline{C G} \perp \overline{G D}$.
Find $m \widehat{B C D}$
|
150
|
|
<image>In the figure, $m∠1 = 123$. Find the measure of $\angle 11$.
|
123
|
|
<image>MNQR is a rectangle. If $N R=2 x+10$ and $N P=2 x-30$
find $M P$
|
40
|
|
<image>Find x. Round side measures to the nearest tenth.
|
4.1
|
|
<image>Find the measure of the altitude drawn to the hypotenuse.
|
\sqrt { 26 }
|
|
<image>$\overline{AD}$ and $\overline{CG}$ are diameters of $\odot B$. Find $m \widehat {ACF}$.
|
270
|
|
<image>Find $m \angle ACB$.
|
136
|
|
<image>Find y.
|
3 \sqrt { 13 }
|
|
<image>Find the area of the figure. Round to the nearest tenth if necessary.
|
39.4
|
|
<image>Find the measure of $\angle 6$.
|
140
|
|
<image>What is the value of x in the figure?
|
26
|
|
<image>Refer to the figure at the right. The orthocenter of $\triangle A B C$ is located 6.4 units from point $D$. Find $B C$.
|
10.03
|
|
<image>If $EN=13$, what is the diameter of the circle?
|
26
|
|
<image>In the figure, $m ∠ 12 = 64$. Find the measure of $ \angle 3$.
|
116
|
|
<image>Find the area of the trapezoid.
|
272
|
|
<image>In right triangle $ABC$ shown below, what is the measure of $∠ A$ to the nearest tenth of a degree?
|
38.9
|
|
<image>Find x. Assume that any segment that appears to be tangent is tangent.
|
9
|
|
<image>Use rhombus XYZW with $m \angle W Y Z=53, V W=3$, $X V=2 a-2,$ and $Z V=\frac{5 a+1}{4}$
Find XW
|
5
|
|
<image>In $\odot G, m \angle A G B=30$ and $\overline{C G} \perp \overline{G D}$.
Find $m \widehat{A B}$
|
30
|
|
<image>Find x to the nearest tenth. Assume that segments that appear to be tangent are tangent.
|
5
|
|
<image>Find z
|
25
|
|
<image>Find the area of the figure. Round to the nearest tenth if necessary.
|
54
|
|
<image>Find x
|
18
|
|
<image>Find x
|
6
|
|
<image>Quadrilateral $ABCD$ is a rhombus. If $m\angle DPC = 3x – 15$, find $x$.
|
35
|
|
<image>$∠6$ and $∠8$ are complementary, $m∠8 = 47$. Find the measure of $\angle 6$.
|
43
|
|
<image>Find $m \angle K$.
|
117
|
|
<image>Find $y$ if $m∠5 = 68$ and $m∠3 = 3y - 2$.
|
38
|
|
<image>Find x so that $GJ \parallel FK$. GF = 12, HG = 6, HJ = 8, JK = x - 4.
|
20
|
|
<image>Find $m \widehat{E D B}$ if $m \widehat{F E}=118, m \widehat{A B}=108$, $m \angle E G B=52,$ and $m \angle E F B=30$.
|
15
|
|
<image>Find $m\angle R$
|
150
|
|
<image>$\ln \odot K$, $ M N=16$ and $m \widehat{M N}=98$. Find the measure of $m \widehat{NJ}$. Round to the nearest hundredth.
|
131.00
|
|
<image>Find the perimeter of $\triangle C B H,$ if $\triangle C B H \sim \triangle F E H, A D E G$ is a parallelogram, $C H=7, F H=10$, $F E=11,$ and $E H=6$.
|
18.9
|
|
<image>Find x. Assume that segments that appear to be tangent are tangent.
|
9
|
|
<image>$m \angle 2=2 x, m \angle 3=x$ Find $m\angle 1$
|
30
|
|
<image>If $\overline{PR} \| \overline{KL}, KN=9, LN=16,$ and $PM=2KP$, find $ML$.
|
20
|
|
<image>Find $SW$.
|
16
|
|
<image>$\overline{GJ}$ is a diameter of $\odot K$. Find $m \widehat {GLH}$.
|
238
|
|
<image>If $ABCD$ is a kite, Find $m \angle C$
|
70
|
|
<image>Find the perimeter of the triangle. Round to the nearest tenth if necessary.
|
13.2
|
|
<image>Triangle RST is circumscribed about the circle below. What is the perimeter of the triangle?
|
36
|
|
<image>Find $m \angle PQS$.
|
42
|
|
<image>Find x. Round to the nearest tenth if necessary.
|
2
|
|
<image>Find $x$ in the figure.
|
34
|
|
<image>Find y in the parallelogram
|
8
|
|
<image>Find the variable of $b$ to the nearest tenth. Assume that segments that appear to be tangent are tangent.
|
11.3
|
|
<image>Find y.
|
15
|
|
<image>Find x.
|
4 \sqrt { 3 }
|
|
<image>Find the area of the triangle. Round to the nearest hundredth.
|
23.39
|
|
<image>Find the perimeter of $▱ ABCD$.
|
28
|
|
<image>Solve for x in the figure.
|
4
|
|
<image>In the figure, $m∠3 = 110$ and $m ∠ 12 = 55$. Find the measure of $∠15$.
|
55
|
|
<image>In the figure, $m ∠1 = 58 $, $m ∠2 = 47 $, and $m ∠3 = 26 $. Find the measure of $∠7$.
|
58
|
|
<image>For trapezoid QRST, M and P are midpoints of the legs. If TS = 2x + 2, QR = 5x + 3, and PM = 13, find TS.
|
8
|
|
<image>Find the measure of $\angle R$
|
122
|
|
<image>Find the circumference of $\odot S$. Round to the nearest hundredth.
|
40.83
|
|
<image>Find the area of the shaded region. Assume that all polygons that appear to be regular are regular. Round to the nearest tenth.
|
168.2
|
|
<image>$\overline{AD}$ and $\overline{CG}$ are diameters of $\odot B$. Find $m \widehat {GCF}$.
|
325
|
|
<image>Find the measure of $\angle 3$.
|
49
|
|
<image>Find $JK$.
|
24
|
|
<image>In the figure, $m∠4 = 104$, $m∠14 = 118$. Find the measure of $\angle 7$.
|
76
|
|
<image>Find x. Assume that segments that appear to be tangent are tangent.
|
13
|
|
<image>Find $x$.
|
71
|
|
<image>Find x.
|
\frac { 15 } { 2 } \sqrt { 3 }
|
|
<image>$\overline{QS}$ is a diameter of $\odot V$. Find $m \widehat {QRT}$.
|
255
|
|
<image>Find $BC$.
|
10
|
|
<image>Find x. Assume that segments that appear to be tangent are tangent.
|
18
|
|
<image>Find the measure of $\angle 1$ if $m∠DGF = 53$ and $m∠AGC = 40$.
|
37
|
|
<image>Find $KL$.
|
14
|
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