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ZanzabumX [31]
3 years ago
9

A triangle has the coordinates (−3, 4), (−4, 7), and (−2, 7) at its vertices. The transformed triangle has the coordinates (−4,

−3), (−7, −4), and (−7, −2) at its vertices.
Are the triangle and its transformation congruent? Why or why not?

A. No, the transformation is a 90° clockwise rotation.

B. No, the transformation is a 180° clockwise rotation.

C. Yes, the transformation is a 270° clockwise rotation.

D. Yes, the transformation is a 360° clockwise rotation.
Mathematics
1 answer:
yuradex [85]3 years ago
6 0
First draw an x-y plane and plot the coordinates  (−3, 4), (−4, 7), and (−2, 7) for the first triangle. Then, plot the coordinates <span>(−4, −3), (−7, −4), and (−7, −2) for the second triangle. Examine the graph and then identify if it is congruent or not and measure it's rotation. 

The answer is C. Yes, the transformation is a 270 degree clockwise rotation. </span>
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Answer:

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W= width
L= length= 2W-4
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FIND WIDTH:
P= 2(L + W)
P= 2L + 2W
substitute 2W-4 for L
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multiply 2 by all in parentheses
70= (2*2W) + (2*-4) + 2W
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combine like terms
70= 6W - 8
add 8 to both sides
78= 6W
divide both sides by 6
13= W

FIND LENGTH:
substitute w=13 to find width
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CHECK:
P= 2(L + W)
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70= 44 + 26
70= 70

ANSWER:
length= 22 inches
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