please help?
1. Triangle T I A. Segment R N lies interior to the triangle and appears to be parallel to segment I A. Angle T N R equls (7x – 20). Angle T A I measures ( 5x + 4) find the M
Favorite Answer
ANGLE TNR= ANGLE TIA
7x-20 = 5x+4
Isolate the Variable
7x (-5x) – 20 = 4
2x = 4 (+20)
2x = 24
x=12
Now that you know X, plug it into TNR
7(12) – 20
84-20 = 64, therefore the answer is C None of the Above
2. The two angles are going to be supplementary, meaning they total 180 Degrees, because of the properties of a Transversal intersection that say the angle opposite of the transversal intersection will be equal, and therefore the angle adjacent along the parallel line will be supplementary.
Meaning:
(11x + 16) + (13x – 10) = 180
11x +13x + 16 – 10 = 180
24x +6 =180
24x = 174
x = 7.25 Therefore your answer is B.
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