In Fig- 7-22 - A B - A C and - B - 58 - - then find the value of - A

Given In ABC,∠ B=58^∘ also given AB=AC∠ C=∠ B=58^∘ In ABC,∠ A+∠ B+∠ C=180^∘ 58^∘+58^∘+∠ A=180^∘ ∠ A=180^∘ 116^∘=64^∘ ...

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Congruent Triangles

In Fig. 7.2...

Question

In Fig. $7.22, A B = A C$ and $∠ B = 58^{\circ},$ then find the value of $∠ A$

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A B = A C

∠ B = 58^{0}

∠ A

∠ B = 58^{0}

∠ A

A B = A C

∠ A C D = 105^{\circ}

∠ B A C

A B = A C

∠ A C D = 120

∠ A

In Fig. 72, if AB || CD and AE || BD, then the value of x is

(a) 38
(b) 48
(c) 58
(d) 68

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