Please Experts and it fast.

Please Experts and it fast. figure (1) given below, ABCD is a parallelogram with perimeter 40. hr.d values_of x and y.

Dear Student,

Please find below the solution to the asked query:

We know in parallelogram opposite sides are equal to each other , So

AB  =  CD , Substitute values from guven diagram we get :

3 x  = 2 y  + 2                                                                 --- ( 1 )

And we consider :  AB = CD = 3 x

And AD  =  BC = 2 x

We know : perimeter of parallelogram ABCD =  AB  + BC  + CD + AD = 3 x  + 2 x + 2 x + 3 x  = 10 x 

Given perimeter of parallelogram ABCD  = 40 cm , SO

10 x  = 40 ,

x
  = 4 , Substitute in equation we get :

3 ( 4 ) = 2  y  + 2 ,

12 = 2 y  + 2 ,

2 y  = 10 ,

y  = 5

Therefore,

x  = 4 and y  = 5                                                                        ( Ans )


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