Question

Rajan has a rectangular field and his friend Mohit has a square field. Length and width  of the Rajan’s field is 10m and 6m respectively and side of the square of Mohit’s field is  8m. Both want to place a fence around the field border to protect their fields from  animals. Rajan has calculated the length of wire to complete the boundary of field.He  said, "Our wire length is the same”. Are you in favour of Rajan's statement? Justify it​

Answer 1

Answer:

Rajan's statement is wrong.

Step-by-step explanation:For fencing we have to find the perimeter of the field. So,

Perimeter of Rajan's field:

Rajan's field is rectangular in shape. It is given that length=10m and breadth=6m

Hence, Perimeter of the rectangle=2(length X breadth)

                                                        =2(10 X 6)

                                                        =2 X 60

                                                        =60m

Rajat needs 60m of wire for fencing.

Perimeter of Mohit's field:

Mohit's field is square in shape. It it given that side=8m.

Hence, Perimeter of the square=4 X side

                                                    =4 X 8

                                                     =32m

Mohit needs 32m of wire for fencing

                 60m≠32m

∴Length of the wire of both friends is not same

Answer 2

Answer:

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