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Answer:
Area of the field =
(80 \times 50)m {}^{2} = 4000m {}^{2}(80×50)m2=4000m2
Area of the pit =
(10 \times 7.5)m {}^{2} = 75m {}^{2}(10×7.5)m2=75m2
Area over which the earth is spread out=
(4000 - 75)m {}^{2} = 3925m {}^{2}(4000−75)m2=3925m2
Volume of the earth dug out =
(10 \times 7.5 \times 8)m {}^{3} = 600m {}^{3}(10×7.5×8)m3=600m3
Rise in level= volume of the earth dugout
Area over which the earth spreadout
= ( \frac{600}{3925}) m = ( \frac{600 \times 100}{3925})cm = 15.3cm=(3925600)m=(3925600×100)cm=15.3cm
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Hey mate,
Answer:
6 . 57 metre
Step-by-step explanation:
In the given picture.
Hope it helps...
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