Exam 5: Introduction to Geometry

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Find the angles of a triangle if it is known that the measures of the angles are x,x+30, and x+60x , x + 30 , \text { and } x + 60 .

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Does the picture illustrate a line symmetry? Chambered nautilus Does the picture illustrate a line symmetry? Chambered nautilus   __________ ( Yes, symmetric / No, not symmetric ) __________ ( Yes, symmetric / No, not symmetric )

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Name the polygon in the figure according to the number of sides. Name the polygon in the figure according to the number of sides.

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Find the sine, cosine, and tangent for the angle AA where a=11a = \sqrt { 11 } and b=14b = \sqrt { 14 }  Find the sine, cosine, and tangent for the angle  A  where  a = \sqrt { 11 }  and  b = \sqrt { 14 }

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Answer yes if the statement is true, or no if it is false. In a trapezoid, opposite sides have equal length.

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What is the difference between an axiom and a theorem?

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The measures of two angles of ABC\mathrm { ABC } are given. Find the measure of the third angle, if A2=61\angle A _ { 2 } = 61 ^ { \circ } and B=66\angle \mathrm { B } = 66 ^ { \circ } .  The measures of two angles of  \mathrm { ABC }  are given. Find the measure of the third angle, if  \angle A _ { 2 } = 61 ^ { \circ }  and  \angle \mathrm { B } = 66 ^ { \circ }  .

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Select the figure that shows the correct line(s) of symmetry for the illustration. Select the figure that shows the correct line(s) of symmetry for the illustration.

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Given are two similar triangles shown in the figure.  Given are two similar triangles shown in the figure.   If  a = 1  and  b = 3  find  C If a=1a = 1 and b=3b = 3 find CC

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For which pair of triangles does the statement apply? The triangles are not similar.

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The symbol ST\overline { S T } indicates which of the following?

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Use the figure to answer the question. Enter the letter of the side of the triangle as your answer.  Use the figure to answer the question. Enter the letter of the side of the triangle as your answer.   What is the side adjacent to  \angle A ? What is the side adjacent to A?\angle A ?

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Select the figure that shows the correct line(s) of symmetry for the illustration. Select the figure that shows the correct line(s) of symmetry for the illustration.

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Use algebra to find the value of x in the triangle. Notice that the measurement of the angle is not necessarily the same as the value of x . Use algebra to find the value of x in the triangle. Notice that the measurement of the angle is not necessarily the same as the value of x .    Use algebra to find the value of x in the triangle. Notice that the measurement of the angle is not necessarily the same as the value of x .

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Describe line symmetry.

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Classify the requested angles shown in the figure where 1\boldsymbol { \ell } _ { 1 } and e2\boldsymbol { e } _ { 2 } are parallel.  Classify the requested angles shown in the figure where  \boldsymbol { \ell } _ { 1 }  and  \boldsymbol { e } _ { 2 }  are parallel.    \angle 10  if  m \angle 11  is  90 ^ { \circ } 10\angle 10 if m11m \angle 11 is 9090 ^ { \circ }

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Find the measure of 3\angle 3 in the figure given that line 1\ell _ { 1 } is parallel to line 2\ell _ { 2 } and m5=120m \angle 5 = 120 ^ { \circ }  Find the measure of  \angle 3  in the figure given that line  \ell _ { 1 }  is parallel to line  \ell _ { 2 }  and  m \angle 5 = 120 ^ { \circ }     m \angle 3 =  __________    { \circ } m3=m \angle 3 = __________ { \circ }

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Classify the pair of angles shown in the figure where 1\ell _ { 1 } and 2\ell _ { 2 } are parallel.  Classify the pair of angles shown in the figure where  \ell _ { 1 }  and  \ell _ { 2 }  are parallel.    \angle 2  and  \angle 4  These angles are __________ angles and their measures are __________. 2\angle 2 and 4\angle 4 These angles are __________ angles and their measures are __________.

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Select the figure that shows the correct line(s) of symmetry for the illustration of the flag, without its flagpole. Select the figure that shows the correct line(s) of symmetry for the illustration of the flag, without its flagpole.

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Consider the figure.  Consider the figure.   Name an angle congruent to  \angle D O B  . Name an angle congruent to DOB\angle D O B .

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