Each side of a square field measures 21 m. Adjacent to the field, there is a rectangular field having it's sides in the ratio 4:3. If the perimeter of both the fields are equal, find the dimensions of the rectangular field.
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Answer:
18m
Step-by-step explanation:
since it is given that a perimeter of rectangle=perimeter of squareI.E =2(l×b) =4×s
since side of rectangle are in ratio of 4:3 take length as 4x and breadth as 3x
so according to question
2(4x+3x)=4×21(side of sqaure is given 21m)
4x+3x =84/2 =42
7x =42
x=42/7 =6
x=6
so length of rectangle is 4x= 4×6 =24m
- and breadth is 3x=3×6=18m
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