Water is stored up to its brim in a right circular cylinder whose volume is $100 c m^{3}$ . How many bottles of $10 c m^{3}$ are required to empty the cylinder?

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Solution

The correct option is A
10

Volume of cylinder $= 100 c m^{3}$
Volume of bottles $= 10 c m^{3}$
Hence the number of bottles

$= \frac{Volume of cylinder}{Volume of bottles}$ $= \frac{100}{10} = 10$

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Water is stored up to its brim in a right circular cylinder whose volume is 100 cm3. How many bottles of 10cm3 are required to empty the cylinder?

The correct option is A 10 Volume of cylinder =100 cm3 Volume of bottles =10 cm3 Hence the number of bottles =Volume of cylinderVolume of bottles =10010=10

Water is stored up to its brim in a right circular cylinder whose volume is $100 c m^{3}$ . How many bottles of $10 c m^{3}$ are required to empty the cylinder?

The correct option is A
10

Volume of cylinder $= 100 c m^{3}$
Volume of bottles $= 10 c m^{3}$
Hence the number of bottles

$= \frac{Volume of cylinder}{Volume of bottles}$ $= \frac{100}{10} = 10$