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'(a+b)c' equa...

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'(a+b)c' equals

ac+b

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a+bc

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a+b

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ac+bc

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In the figure, given below, AD = BC, $∠ B A C = 30^{\circ} a n d ∠ C B D = 70^{\circ} .$

Find :

(i) $∠ B C D$

(ii) $∠ B C A$

(iii) $∠ A B C$

(iv) $∠ A D B$

If $△$ $D E F$ $≅$ $△$ $B C A$ , then _______________ corresponds to $\bar{D F}$ .

$[\bar{B A} / \bar{B C}]$

In the figure, given below, AD = BC,

$∠ B A C = 30^{\circ}$ and

$∠ C B D = 70^{\circ}$ . Find: $∠ B C A$

∠ B C A = 2 ∠ B A C,

\frac{A C}{B C} =

A B C

B

∠ B C A = 2 ∠ B A C

\frac{A C}{B C}

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