A field is 200m long and 150m broad. there is a plot 50m long and 40m broad, near the field. the plot is dug 7m deep and the earth taken out is spread evenly on the field. By how many metres is the level of the field raised? Give answers to two place of decimal.
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so, 50 x 40 x 7 = 14000 m cu. is taken out.
14000 / (200 x 150 ) = 7/15 m
The level of the field raised by 7/15 m .
7/15 m = 0.47 m ( approx.)
14000 / (200 x 150 ) = 7/15 m
The level of the field raised by 7/15 m .
7/15 m = 0.47 m ( approx.)
Answered by
0
Answer:
Volume of the earth dugout=50×40×7m
3
Suppose level of the earth dugout rises by h metres. Then
Therefore, volume of the field (cuboidal) = Volume of the earth dug out
200×150×h=50×40×7⇒h=0.47m
Step-by-step explanation:
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