Exam 9: An Introduction to Geometry

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In the figure below, a=10a = 10 , b=5b = 5 , c=8c = 8 , and d=43d = 43 . Find x .  In the figure below,  a = 10  ,  b = 5  ,  c = 8  , and  d = 43  . Find x .

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A horse trots in a perfect circle around its trainer at the end of a 18-foot-long rope. How far does the horse travel as it circles the trainer once?

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Which expression(s) is(are) true? 1. A plane as a geometric figure that has position but no length, width, or depth. 2. Points are labeled with capital letters. 3. A line extends infinitely far in both directions, but has no width or depth. 4. Planes are made up of points. 5. A line is a flat surface, extending infinitely far in every direction, that has length and width but no depth.

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Refer the trapezoid KLMN below, with KLNM\overline { K L } \| \overline { N M} . Find   x and y .  Refer the trapezoid KLMN below, with  \overline { K L } \| \overline { N M}  . Find   x and y .

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Look at the illustration and match each angle with its type. 1=54\angle 1 = 54 ^ { \circ }   and 2=36\angle 2 = 36 ^ { \circ } .  Look at the illustration and match each angle with its type.  \angle 1 = 54 ^ { \circ }    and  \angle 2 = 36 ^ { \circ }  .   -obtuse -obtuse

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  To the nearest tenth of square inch, find the area of the regular pentagon whose apothem  measures 4.2 inches and whose sides measure 6.2 inches. To the nearest tenth of square inch, find the area of the regular pentagon whose apothem  measures 4.2 inches and whose sides measure 6.2 inches.

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Look at the illustration and match each angle with its type. 1=54\angle 1 = 54 ^ { \circ }   and 2=36\angle 2 = 36 ^ { \circ } .  Look at the illustration and match each angle with its type.  \angle 1 = 54 ^ { \circ }    and  \angle 2 = 36 ^ { \circ }  .   -straight -straight

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What is a proper name for an angle?

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In the figure below, angle a=51a = 51 ^ { \circ } . Find XX .  In the figure below, angle  a = 51 ^ { \circ }  . Find  X  .

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Look at the illustration and match each angle with its type. 1=54\angle 1 = 54 ^ { \circ }   and 2=36\angle 2 = 36 ^ { \circ } .  Look at the illustration and match each angle with its type.  \angle 1 = 54 ^ { \circ }    and  \angle 2 = 36 ^ { \circ }  .   -right -right

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Find the perimeter and the area of the quadrilateral. Find the perimeter and the area of the quadrilateral.

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Refer the trapezoid shown below. Find x . Refer the trapezoid shown below. Find x .

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The measures of two angles of ABC (shown in the illustration) are given. Find the measure of the third angle, if m(A)=113m ( \angle A ) = 113 ^ { \circ }  and m(B)=33m ( \angle B ) = 33 ^ { \circ } .  The measures of two angles of ABC (shown in the illustration) are given. Find the measure of the third angle, if  m ( \angle A ) = 113 ^ { \circ }   and  m ( \angle B ) = 33 ^ { \circ }  .

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The area of a rectangle is 250 cm2250 \mathrm {~cm} ^ { 2 } . Its width is 11 cm11 \mathrm {~cm}  Find its length.

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Name the vertex and the sides of ∠ ABC .

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   Refer to the figure above. Name the midpoint of the segment  \overline { G C}  . Find a segment, congruent to  \overline { G C}  . Refer to the figure above. Name the midpoint of the segment GC\overline { G C} . Find a segment, congruent to GC\overline { G C} .

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In the figure below, l1l _ { 1 }  is parallel with  l2l _ { 2 } . Find x , if a=6a = 6 , b=10b = 10 , c=4c = 4  and d=10d = - 10 .  In the figure below,  l _ { 1 }   is parallel with   l _ { 2 }  . Find x , if  a = 6  ,  b = 10  ,  c = 4   and  d = - 10  .

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Find the volume of the figure if a = 17 cm, b = 6 cm.  Find the volume of the figure if a = 17 cm, b = 6 cm.    Use 3.14 for your estimation of pi, and round your answer to the nearest hundredth.  __________ cm  3 Use 3.14 for your estimation of pi, and round your answer to the nearest hundredth. __________ cm 33

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Match the corresponding statements.
chord
A segment drawn from the center of a circle to a point on the circle
radius
The distance around a circle is called its
circumference
segment joining two points on a circle
Correct Answer:
Verified
Premises:
Responses:
chord
A segment drawn from the center of a circle to a point on the circle
radius
The distance around a circle is called its
circumference
segment joining two points on a circle
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Find the volume of a pyramid with a square base of 9 meters on each side and a height of 12 meters.

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