Lakshman Patel RJIT
asked
in Quantitative Aptitude
Apr 3, 2020
recategorized
Nov 5, 2020
by Krithiga2101

385 views
1 vote

Ans is option (C)

Area of the circular garden including the $3$ ft. wide path $=$ $\pi\times(10+3)^{2}=169\pi$ square ft.

Area of the circular garden without the path = $\pi\times 10^{2}=100\pi$ square ft.

$\therefore$ Area of the $3$ ft. wide path = $169\pi-100\pi$ square ft. = $69\pi$ square ft

Area of the circular garden including the $3$ ft. wide path $=$ $\pi\times(10+3)^{2}=169\pi$ square ft.

Area of the circular garden without the path = $\pi\times 10^{2}=100\pi$ square ft.

$\therefore$ Area of the $3$ ft. wide path = $169\pi-100\pi$ square ft. = $69\pi$ square ft