Question

Solve a proportion to find the missing side. The figures are similar to AA, SSS, or SAS.

Answer 1

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Given triangles r similar

So, x = 30° ( same as angle of other triangle bez they r similar)

For y

$\frac{y}{2.5} = \frac{8}{5 } \\ y = \frac{8 \times 2.5}{5} \\ y = 4 \: \: ans \: ...$

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Answer 2

Given :  Two right angle triangles

To find : Value of x & y

Solution:

in Right angle Triangle with side = y   & 8   and angle 30°

Sin 30°  =  y/8

=> 1/2 = y/8

=> y = 8/2

=> y = 4

Sin x   = (2.5/5)

=> Sinx = 1/2

=> Sinx = Sin 30°

=> x = 30°=

Hence  x  = 30°

x = 30°    & y  = 4

Learn more:

Given two similar triangles, one with small measurements that can ...

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