In the given figure- ABC-ADE- then find the value of - x-

Given, Triangles ADE and ABC are similarThen AE /EC #160;= #160;DE /BC , which gives 3/6 = 5/x Therefore value of x will be ...

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Congruent Figures

In the given ...

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In the given figure, $△ A B C \sim △ A D E$ , then find the value of ' $x$ '.

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A C

∠ A

A B = A C, A D = C D

∠ A B C = 75^{o}

x

y

In the figure of $Δ A B C, D E ∥ A B$ .

If $A D = 2 x, D C = x + 3, B E = 2 x - 1$ and $C E = x$ , then find the value of $x$ .

∠ A B C = 46^{\circ},

∠ B O A

Δ A B C

Δ A B E

x

Δ A C E

x

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