A triangle ABC with sides BC =7cm, ∠B=45∘,∠A=105∘ is given. The image of constructing a similar triangle of ΔABC whose sides are 34 times the corresponding sides of the ΔABC is given below. Then A′C′AC is equal to :

A triangle ABC with sides BC =7cm, ∠B=45∘,∠A=105∘ is given. Th

1.	A triangle ABC with sides BC =7cm, ∠B=45∘,∠A=105∘ is given. The image of constructing a similar triangle of ΔABC whose sides are 34 times the corresponding sides of the ΔABC is given below. Then A′C′AC is equal to :
Answer» A triangle ABC with sides BC =7cm, $∠ B = 45^{\circ}, ∠ A = 105^{\circ}$ is given. The image of constructing a similar triangle of $Δ A B C$ whose sides are $\frac{3}{4}$ times the corresponding sides of the $Δ A B C$ is given below. Then $\frac{A^{'} C^{'}}{A C}$ is equal to :

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A triangle ABC with sides BC =7cm, ∠B=45∘,∠A=105∘ is given. The image of constructing a similar triangle of ΔABC whose sides are 34 times the corresponding sides of the ΔABC is given below. Then A′C′AC is equal to :

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