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Find the Measure of the Angles $\angle A=(2 x+1)^{\circ}, \angle B=(4 x+5)^{\circ}$

Question 92

Multiple Choice

Find the measure of the angles.
- $Find the measure of the angles. - \angle A=(2 x+1) ^{\circ}, \angle B=(4 x+5) ^{\circ} A) 60 ^ { \circ } and 120 ^ { \circ } B) 59 ^ { \circ } and 121 ^ { \circ } C) 68 ^ { \circ } and 112 ^ { \circ } D) 55 ^ { \circ } and 125 ^ { \circ }$
$\angle A=(2 x+1) ^{\circ}, \angle B=(4 x+5) ^{\circ}$

A) $60 ^ { \circ }$ and $120 ^ { \circ }$
B) $59 ^ { \circ }$ and $121 ^ { \circ }$
C) $68 ^ { \circ }$ and $112 ^ { \circ }$
D) $55 ^ { \circ }$ and $125 ^ { \circ }$

Find the Measure of the Angles ∠A=(2x+1)∘,∠B=(4x+5)∘\angle A=(2 x+1)^{\circ}, \angle B=(4 x+5)^{\circ}∠A=(2x+1)∘,∠B=(4x+5)∘

Multiple Choice

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Find the Measure of the Angles $\angle A=(2 x+1)^{\circ}, \angle B=(4 x+5)^{\circ}$

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