Math, asked by KaivalyaBhogle, 2 months ago

The cost of fixing the fence all around a square field is 12,000. If the
rate of the fence is 30 per metre; find:
i) the perimeter of the square field.
ii) the length of each side and the area of the field.​

Answers

Answered by sananyagupta
1

Answer:

Step-by-step explanation:

Answered by itzmemahi
4

Answer:

SIDE OF SQUARE = 100m

PERIMETER OF SQUARE = 400m

Step-by-step explanation:

GIVEN THAT :

  • RATE OF FENCING ALL AROUND A SQUARE FIELD = ₹12,000

  • RATE OF FENCING PER 1m = ₹30

  • TOTAL PERIMETER = ( RATE OF FENCING ALL AROUND SQUARE FIELD) /( RATE OF FENCING PER 1m )

  • TOTAL PERIMETER = ₹12000/₹30

  • TOTAL PERIMETER = 400m

  • PERIMETER OF SQUARE = 4 × SIDE

  • SIDE OF SQUARE = 400m/4

  • SIDE OF SQUARE = 100m

EXTRA INFORMATION

  • AREA OF SQUARE = SIDE^2

  • AREA OF SQUARE = (100)^2

  • AREA OF SQUARE = 10000m^2
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