A figure containing angle, F, G, H∠FGH is dilated by a scale factor of 55 to form a new figure which contains angle, F, prime, G, prime, H, prime∠F
′
G
′
H
′
. angle, F, G, H∠FGH measures 129, degrees129
∘
. What is the measure of angle, F, prime, G, prime, H, prime∠F
′
G
′
H
′
?
Answer
Attempt 1 out of 2
m, angle, F, prime, G, prime, H, prime, equalsm∠F
′
G
′
H
′
=
m, angle, F, G, H = 129 degrees
The figure is dilated by a scale factor of 55.
To find the measure of angle F', G', H', we need to find the new measure after dilation.
Since dilation involves multiplying the measures by the scale factor, we have:
m, angle, F', G', H' = 129 degrees * 55 = 7095 degrees. Answer: \boxed{7095}.