A rectangular container of milk measuring 25 cm by 18.1cm, 26 cm is filled with milk. how many spherical container of radius 6 cm can be filled from it?
Answers
Step-by-step explanation:
no.of.spherical containers=
volume of rectangular container/volume of sphere
=25*18.1*26/4/3*22/7*6^3
=11765/905.14
=13 spherical containers are required
Answer:
a rectangular container of milk tells us that it is volume
as length = 25cm
width = 18.1cm
height = 26 cm
first we will find the volume of rectangular container
l×w×h = 25×18.1×26
=11765
we have to covert milk from rectangular container to spherical so first we will have to know the volume of sphere
volume of sphere =4\3 pie r^2 it means 4 divided by 3 multiply by radius and its power 2
so if we put the values the answer will be 905.14
as we have to convert milk for rectangular container to spherical container so we will divide volume of rectangle with volume of sphere to get the value of number of containers
= 11765/905.14
=12.988....
we will round off it so the answer will be 13 containers
Why we divided ?
because for example there are 10 kids and you have 5 pencils and you have to find how many pencils will each get so in that situation you divide and get the solution which is 2
Similarly, there is a rectangular container and a spherical container and you have to see how much milk will the spherical container contain , when you convert milk from rectangular container to spherical container