An adhesive compound in liquid form is prepared in a container of the hemispherical shape having a radius of 180 cm. This compound is to be packed in cylindrical bottles of radius 1 cm and a height of 4 cm. How many bottles are needed if the liquid prepared exactly fills the container? [Take π = 3.]
Answers
Answer:
Answer:
to poop
talented pooper
roder poop
waister poop
where is your poop
tied poop
right poop left poop
sorey poop
weekend poop time
sorry poop
summer poop
Explanation:
UvUAnswer:
to poop
talented pooper
roder poop
waister poop
where is your poop
tied poop
right poop left poop
sorey poop
weekend poop time
sorry poop
summer poop
Explanation:
UvUAnswer:
to poop
talented pooper
roder poop
waister poop
where is your poop
tied poop
right poop left poop
sorey poop
weekend poop time
sorry poop
summer poop
Explanation:
UvUAnswer:
to poop
talented pooper
roder poop
waister poop
where is your poop
tied poop
right poop left poop
sorey poop
weekend poop time
sorry poop
summer poop
Explanation:
UvUAnswer:
to poop
talented pooper
roder poop
waister poop
where is your poop
tied poop
right poop left poop
sorey poop
weekend poop time
sorry poop
summer poop
Explanation:
UvU
Step-by-step explanation:
Answer:
Number of bottles required = total volume of the liquid /volume of one bottle
Volume of the liquid = Volume of the hemisphere ⇒ 2 / 3× 3 × 1803 = 11664000 cm3
[Volume of the hemisphere = 2 / 3π r3.]
Volume of one bottle ⇒ 3 × (1)2 × 4 = 12 cm3
[Volume of the cylinder = π (r)2 h.]
Number of bottles ⇒ 11664000 / 12 = 972000 (approximately)