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<image>Find $m\angle R$ | 150 |
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<image>Find the exact circumference of the circle. | 34 \pi |
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<image>$\overline{PM}$ is a diameter of $\odot R$. Find $m \widehat {MNQ}$. | 295 |
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<image>Find the measure of $m \widehat{GH}$. | 56 |
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<image>
Are line segments AD and CD perpendicular to each other? (A) Yes (B) No | (A) |
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<image>Find x | 2 \sqrt { 21 } |
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<image>
Is there a line in the figure that passes through both point Z and point V? (A) Yes (B) No | (A) |
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<image>Use parallelogram ABCD to find $x$ | 5 |
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<image>
Do line segment KJ and line segment KL form a chord of the circle with center K? (A) Yes (B) No | (A) |
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<image>
Are there any perpendicular line segments in the given diagram? (A) Yes (B) No | (B) |
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<image>$UJ=9, VJ=3$, and $ZT=18$. Find $ZJ$. | 12 |
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<image>Quadrilateral EFGH is a rectangle. Find $m\angle HEF + m\angle EFG$. | 180 |
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<image>
Is the length of segment AB provided in the given information? (A) Yes (B) No | (B) |
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<image>
Is the measure of angle DCA denoted by the variable x? (A) Yes (B) No | (A) |
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<image>Find $y$ so that the quadrilateral is a parallelogram. | 3 |
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<image>
Is point G located on line segment CI? (A) Yes (B) No | (A) |
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<image>$\overline{QS}$ is a diameter of $\odot V$. Find $m \widehat {QRT}$. | 255 |
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<image>
Does point P lie on line segment XZ? (A) Yes (B) No | (A) |
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<image>Quadrilateral MNOP is a rhombus. Find $m\angle MRN $ | 90 |
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<image>
Is the point P the intersection point of lines TR and QS? (A) Yes (B) No | (B) |
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<image>
Is the figure depicted a parallelogram? (A) Yes (B) No | (A) |
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<image>Find $x$ if $\overline{AD}$ is a median of $\triangle ABC$. | 5 |
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<image>Find the measure of $\angle 2$. | 25 |
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<image>
Is the line segment PM a diameter of the circle with center R? (A) Yes (B) No | (A) |
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<image>Find the area of the blue sector. | 4.6 \pi |
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<image>
Are Line Segments NE and DL parallel to each other? (A) Yes (B) No | (A) |
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<image>Find y. | 7 |
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<image>Points $S$, $T$, and $U$ are the midpoints of $\overline{DE}$, $\overline{EF}$, and $\overline{DF}$, respectively. Find $z$. | 0.575 |
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<image>
Does the figure contain angle HGC with a measure equal to angle CGB? (A) Yes (B) No | (A) |
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<image>
Is the line segment HE a median of the trapezoid CDGF? (A) Yes (B) No | (A) |
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<image>Find QX if $E X=24$ and $D E=7$ | 18 |
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<image>In the figure, $m ∠1 = 58 $, $m ∠2 = 47 $, and $m ∠3 = 26 $. Find the measure of $∠8$. | 73 |
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<image>Rhombus $QRST$ has an area of 137.9 square meters. If $RT$ is 12.2 meters, find $QS$. | 22.6 |
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<image>Find x | \frac { 40 } { 3 } |
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<image>Find x. | 2 \sqrt { 10 } |
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<image>Find the length of $\widehat {ZY}$. Round to the nearest hundredth. | 5.24 |
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<image>$\triangle RST \cong \triangle XYZ$. Find $x$. | 35 |
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<image>Find the area of a regular hexagon with a perimeter of 72 feet. | 374.1 |
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<image>Find $m \angle Q$ | 70 |
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<image>Find x | 12 |
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<image>In the figure, $\overline{CP}$ is an altitude, $\overline{CQ}$ is the angle bisector of $∠ACB$, and $R$ is the midpoint of $\overline{AB}$. Find $AB$ if $AR=3x+6$ and $RB = 5x - 14 $. | 72 |
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Are the line segments BC and DE of equal length? (A) Yes (B) No | (A) |
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<image>
Is line segment AC perpendicular to line segment BD? (A) Yes (B) No | (A) |
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<image>Find $y$. | 5 |
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<image>Quadrilateral $ABCD$ is a rhombus. If $m\angle BCD = 54$, find $m\angle BAC$. | 27 |
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<image>
Is point D located on line segment GT? (A) Yes (B) No | (A) |
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<image>
Is the height of Triangle ABC directly provided as a numerical value? (A) Yes (B) No | (B) |
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<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 |
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<image>$m \angle 2=2 x, m \angle 3=x$ Find $m\angle 1$ | 30 |
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<image>Find x | 4 |
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<image>Find $x$. | 75 |
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<image>Find x to the nearest tenth. Assume that segments that appear to be tangent are tangent. | 10 |
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<image>In $\odot F$, $GK=14$ and $m \widehat{GHK}=142$. Find $JK$. | 7 |
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<image>In $\triangle A B C, \overline{B D}$ is a median. If $A D=3 x+5$ and $C D=5 x-1$, find AC . | 28 |
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<image>
Does the given diagram represent a parallelogram with vertices A, B, C, and F? (A) Yes (B) No | (B) |
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<image>The diameters of $\odot A, \odot B,$ and $\odot C$ are 10, 30 and 10 units, respectively. Find AZ if $\overline{A Z} \cong \overline{C W}$ and $C W=2$
| 2 |
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<image>
Is the triangle ABC a right-angled triangle? (A) Yes (B) No | (A) |
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<image>
Are angles BCD and DBC adjacent angles? (A) Yes (B) No | (A) |
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<image>Quadrilateral $A B C D$ is inscribed in $\odot Z$ such that $m \angle B Z A=104, m \widehat{C B}=94,$ and $\overline{A B} \| \overline{D C} .$
Find $m \widehat{A D C}$ | 162 |
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<image>
Is there a regular triangle with vertices A, B, and C in the diagram? (A) Yes (B) No | (A) |
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<image>Find $m\angle Z X V$ | 115 |
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<image>
Are points F, D, and C collinear? (A) Yes (B) No | (A) |
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<image>Find x. Assume that any segment that appears to be tangent is tangent. | 5 |
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<image>Find the area of the shaded sector. Round to the nearest tenth, if necessary. | 322.0 |
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<image>Find x. | 3 \sqrt { 2 } |
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<image>
Is the figure a parallelogram with vertices A, D, B, and C? (A) Yes (B) No | (A) |
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<image>
Is it true that line segment TP is perpendicular to line segment SR? (A) Yes (B) No | (B) |
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<image>Find $JK$. | 24 |
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<image>
Do line segments PG and GD intersect at point G? (A) Yes (B) No | (A) |
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<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 |
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<image>
Is point D the intersection point of lines XD and AE? (A) Yes (B) No | (B) |
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<image>
Do line segments CA and BD intersect at point E? (A) Yes (B) No | (A) |
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<image>
Do lines CE and HB intersect at point G? (A) Yes (B) No | (A) |
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<image>
Is point E on the line segment GD? (A) Yes (B) No | (B) |
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<image>
Is point C an intersection point of lines DA and EF? (A) Yes (B) No | (A) |
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<image>If $BT = 5$ and $TC = 8$, find $CD$. | \sqrt { 89 } |
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<image>Find $m \angle 3$. | 16 |
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<image>Find y. | \sqrt { 510 } |
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<image>Find the perimeter of the parallelogram. Round to the nearest tenth if necessary. | 50 |
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<image>The segment is tangent to the circle. Find $x$. | 9 |
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<image>
Is it possible to calculate the measure of angle ABC with the given information? (A) Yes (B) No | (B) |
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<image>
Does point O lie on the line segment AK? (A) Yes (B) No | (B) |
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<image>In the figure, $m∠4 = 101$. Find the measure of $\angle 5$. | 79 |
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<image>Find the area of the parallelogram. Round to the nearest tenth if necessary. | 665.1 |
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<image>In rectangle JKLM shown below, $\overline{J L}$ and $M K$ are diagonals. If $J L=2 x+5$ and $K M=4 x-11$, what is $ x $ ? | 8 |
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<image>In the figure, $m ∠9 = 75$. Find the measure of $\angle 8$. | 105 |
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<image>In the figure, $QR \| TS$, $QT \| RS$, and $m \angle 1=131$. Find the measure of $\angle 4$. | 49 |
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<image>Triangle RST is circumscribed about the circle below. What is the perimeter of the triangle?
| 36 |
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<image>
Does the diagram include a triangle formed by vertices D, E, and F? (A) Yes (B) No | (A) |
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<image>
Does the diagram contain any information about the angle formed by line segments RQ and SQ? (A) Yes (B) No | (B) |
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<image>
Are the angles A, B, and F adjacent to each other? (A) Yes (B) No | (A) |
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<image>If XN = t - 2, NZ = t + 1, XM = 2, and XY = 10, solve for t | 3 |
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<image>
Are any of the line segments within the figure parallel to each other? (A) Yes (B) No | (B) |
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<image>
Does the diagram contain any information about the angles formed between line segment CA and line segment CX? (A) Yes (B) No | (A) |
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<image>Find $x$ so that $ m \parallel n $. | - 8 |
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<image>
Is line segment BD perpendicular to line segment AD? (A) Yes (B) No | (A) |
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<image>
Are line segment BC and line segment AC perpendicular to each other? (A) Yes (B) No | (A) |
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<image>If $m \angle AED=95$ and $m \widehat{AD}=120$, what is $m \angle BAC$? | 35 |
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<image>
Does the diagram include a triangle? (A) Yes (B) No | (B) |
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<image>
Is point D a vertex of the triangle formed by vertices A, B, and C? (A) Yes (B) No | (A) |
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