find the solution from Image
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Hola there..
The figure is of a rectangle..
As we know that opposite side of a rectangle is equal so,
x + y = 30. ... equation 1
x - y = 14. ... equation 2
Adding both equation we get,
2x = 44
=> x = 22
Put the value of x in equation 1 we get
=> 22 + y = 30
=> y = 8
Hope this helps....:)
The figure is of a rectangle..
As we know that opposite side of a rectangle is equal so,
x + y = 30. ... equation 1
x - y = 14. ... equation 2
Adding both equation we get,
2x = 44
=> x = 22
Put the value of x in equation 1 we get
=> 22 + y = 30
=> y = 8
Hope this helps....:)
Answered by
0
Opposite sides are equal in rectangle,
So AB = CD
AD = BC
x+ y = 30-------eq1
x - y = 14
By using elimination method
2x = 44
x= 44/2= 22
Put the value of x in eq 1
We get
22+y=30
Y =30-22
= 8
So, y =8, And x =22
So AB = CD
AD = BC
x+ y = 30-------eq1
x - y = 14
By using elimination method
2x = 44
x= 44/2= 22
Put the value of x in eq 1
We get
22+y=30
Y =30-22
= 8
So, y =8, And x =22
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