SOLUTION: THERE IS A RECTANGULAR SHAPED PARK AND A CIRCULAR GARDEN INSIDE THE PARK. IF THE LENGTH AND BREATH OF THE PARK ARE 18 M AND 14 M RESPECTIVELY THEN WHAT WILL BE THE MAXIMUM POSSIBLE

Algebra ->  Rectangles -> SOLUTION: THERE IS A RECTANGULAR SHAPED PARK AND A CIRCULAR GARDEN INSIDE THE PARK. IF THE LENGTH AND BREATH OF THE PARK ARE 18 M AND 14 M RESPECTIVELY THEN WHAT WILL BE THE MAXIMUM POSSIBLE      Log On


   



Question 826816: THERE IS A RECTANGULAR SHAPED PARK AND A CIRCULAR GARDEN INSIDE THE PARK. IF THE LENGTH AND BREATH OF THE PARK ARE 18 M AND 14 M RESPECTIVELY THEN WHAT WILL BE THE MAXIMUM POSSIBLE AREA OF THE CIRCULAR GARDEN?
Answer by josgarithmetic(39617) About Me  (Show Source):
You can put this solution on YOUR website!
Because of the "breadth" of the park, the diameter of the circle is restricted to 14 m. Area, using radius, 14%2F2=7 m, is pi%2A7%5E2=49%2Api m%5E2.