a plot is in the form of a rectangle pqrs having semicircle on PQ as shown in the figure if P is equal to assist and M and S are equal to 35 find the area of the plot
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Answered by
27
Area of plot = area of rectangle + area of semicircle
= lb + (πr^2)/2
= 80×35 + (π(35/2)^2)/2
= 2800 + (22/7)/2 × (35/2) × (35/2)
= 2800 + 1925/4
= (11200 + 1925)/4
= 13125/4
= 3281.25 m^2
= lb + (πr^2)/2
= 80×35 + (π(35/2)^2)/2
= 2800 + (22/7)/2 × (35/2) × (35/2)
= 2800 + 1925/4
= (11200 + 1925)/4
= 13125/4
= 3281.25 m^2
Sunandit:
its correct now!
Answered by
2
Answer:
here is the answer
Step-by-step explanation:
a of rectangle =l*b
= 80*35
= 2800 m^2
area of circle=πr^2
2800+(22/7)*(35/2)*(35/2)
2800+1925/4
2800+481.25
= 3281.25m^2
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