Question

In the figure if PQRS is a parallelogram, find the value of x and y. ​

Answer 1

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Given:-

PQRS is a Triangle

$\angle \: srp = 28$

$\angle \: prq = 32$

$\angle \: qpr = 7x$

$\angle \: spr = 8x$

PR is a Diagonal

To Find:-

the value of x and y

Solution:-

$28\degree = 7y(alternate \: angles)$

$= > y= \frac{28}{7}$

$= > y= 4$

And ,

$8x = 32\degree$

$= > x = \frac{32}{8}$

$= > x = 4$

So, Value of X and Y are 4 , 4.