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an inverted right circular cone has height 40 cm and diameter 30 cm the cone initially filled with water but starts to leak at a constant rate of 4cm^3/sec.at point when the height of water in the cone is 8 cm,the radius of the water surface is decreasing at the rate of? i need extended answer
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ok ill help u
|dw:1428827394166:dw|
Volume of a cone =?
let me check something though... is the cone drawn like that or flipped
nah it is flipped
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ok that makes more sense because then u keep maintaining the same cone shape as u lose water
1/3pie r^3h
|dw:1428827741799:dw|
okay so \[V=\frac {\pi r^3h}{3}\]
Now if u notice the cone, by similar triangles, this ratio r/h is constant
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yap
|dw:1428827903439:dw|
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