A rectangular reservoir contains 16500 3m of water. If the length of the reservoir is 55m and its breadth is 30 m, then find the height of the reservoir, assuming that the water is filled to the brim.
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Verified answer
Answer:
We know that volume of cuboid = length×breadth×height
So, height =Volume/lb
h=V/lb
h=42/(6×3.5)
h=2 m
Answer:
Let the angles be 5x & 4x, since they are supplementary.
5x+4x=180
o
⇒9x=180
o
⇒x=20
o
Angles =5x=5×x=100
o
=4x=4×x=80
o
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