Divide 6x3–x2-10x -3 by(2x-3) also write quotient and remainder.
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Answer:
The number of cones needed to empty the container is 12.
Step-by-step-explanation:
We have given the dimensions of a cylindrical container and a cone with hemispherical cap.
For cylindrical container,
Radius ( R ) = 6 cm
Height ( H ) = 15 cm
For cone,
Radius ( r ) = 3 cm
Height ( h ) = 9 cm
Now, we know that,
\displaystyle{\sf\:No.\:of\:cones\:required\:=\:\dfrac{Volume\:of\:cylindrical\:container} {Volume\:of\:ice-cream\:cone}}No.ofconesrequired=
Volumeofice−creamcone
Volumeofcylindricalcont
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