Two goats are tied to two adjacent corners of a square plot of side 28 m with ropes each 14 m long. Find the area not grazed by the goats in the plot in m 2.

Question

Two goats are tied to two adjacent corners of a square plot of side 28 m with ropes each 14 m long. Find the area not grazed by the goats in the plot in m 2. (A) 168 (B) 476 (C) 376 (D) 238

Tardigrade Admin · Accepted Answer

Area not grazed by the goats = (Area of square )-( Area grazed by two goats) The required area = Area of sector of radius 7 cm with central angle 90°

Q. Two goats are tied to two adjacent corners of a square plot of side $28 m$ with ropes each $14 m$ long. Find the area not grazed by the goats in the plot in $m^{2}$ .

168

476

376

238

Area not grazed by the goats $=$ (Area of square $) - ($ Area grazed by two goats)
The required area $=$ Area of sector of radius $7 c m$ with central angle $9 0^{\circ}$

Q. Two goats are tied to two adjacent corners of a square plot of side 28m with ropes each 14m long. Find the area not grazed by the goats in the plot in m2.

168

476

376

238

Area not grazed by the goats = (Area of square )−( Area grazed by two goats) The required area = Area of sector of radius 7cm with central angle 90∘

Q. Two goats are tied to two adjacent corners of a square plot of side $28 m$ with ropes each $14 m$ long. Find the area not grazed by the goats in the plot in $m^{2}$ .

Area not grazed by the goats $=$ (Area of square $) - ($ Area grazed by two goats)
The required area $=$ Area of sector of radius $7 c m$ with central angle $9 0^{\circ}$