Question

1) If one side of a square is represented by 16x - 25 units and the adjacent side is represented by 31 - 12 x, Find the length of the side of the square.c) What is the value of 'x'? *

1 point

6

7

2

9

d) The length of the side of the square is _____ units *

2 points

12

3

60

7

​

Answer 1

This is your answer..........

Answer 2

Given  :  one side of a square is represented by 16x - 25 units

adjacent side is represented by 31 - 12 x,

To Find :  length of the side of the square

Value of x

Solution:

All sides of Square are equal

16x - 25 = 31  - 12x

=> 16x + 12x = 31 + 25

=> 28x  = 56

=> x = 2

value of 'x' = 2

16x - 25

= 16(2) - 25

= 32 - 25

= 7

or

31 - 12x

= 31 - 12(2)

= 31 - 24

= 7

The length of the side of the square is 7 units *

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