Question

A field is in the form of a parallelogram, whose perimeter is 450 m and one of its sides is larger than the other by 75 m. Find the lengths of all sides

Answer 1

sorry for cursive handwriting

Answer 2

The length of all sides would be 75 m, 150 m , 75 m, 150 m.

Step-by-step explanation:

Since we have given that

A field is in the form of parallelogram.

Let the length be 'x'.

Let the breadth be 'x+75'.

Perimeter of parallelogram = 450 m

According to question, we get that

$2\times (x+x+75)=450\\\\2x+75=225\\\\2x=225-75\\\\2x=150\\\\x=75$

so, breadth would be x+75 = 75+75 =150 m.

Hence, the length of all sides would be 75 m, 150 m , 75 m, 150 m.

# learn more:

A field is in the form of a parallelogram, whose perimeter is 450 m and one of its sides is larger than the other by 75 m. Find the lengths of all sides.

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