Sketch the triangle given by $\angle A = 23 ^ { \circ }$ , $\angle B = 78 ^ { \circ }$
, $c = 88$
, and solve it using the Law of Sines
A) $\angle C = 79 ^ { \circ } , a = 88 , b = 25$
B) $\angle C = 78 ^ { \circ } , a = 65 , b = 88$
C) $\angle C = 23 , a = 37 , b = 88$
D) $\angle C = 79 ^ { \circ } , a = 35 , b = 88$
E) $\angle C = 101 ^ { \circ } , a = 35 , b = 40$

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The Answer of Sketch the triangle given by $\angle A = 23 ^ { \circ }$ , $\angle B = 78 ^ { \circ }$
, $c = 88$
, and solve it using the Law of Sines
A) $\angle C = 79 ^ { \circ } , a = 88 , b = 25$
B) $\angle C = 78 ^ { \circ } , a = 65 , b = 88$
C) $\angle C = 23 , a = 37 , b = 88$
D) $\angle C = 79 ^ { \circ } , a = 35 , b = 88$
E) $\angle C = 101 ^ { \circ } , a = 35 , b = 40$

Sketch the Triangle Given By ∠A=23∘\angle A = 23 ^ { \circ }∠A=23∘

Sketch the Triangle Given By $\angle A = 23 ^ { \circ }$