Let's do this question, the ratio of ratio of two cylinders is one is to two and their heights are
in the ratio, two is to three.
The ratio of their volumes is already on the video.
Give it a try and then let's do it together.
All right.
We are back.
Let's do it together.
We have two cylinders.
Let it be C1 and C2.
Now, the ratio of the ratio is one is to two, right?
So if the radius of cylinder C1 is R, then the radius of cylinder C two will be to our right because
then only Arbie to work will give you one by two.
All right.
Now if the height over here in the case of cylinder one is two X, then the height of cylinder two has
to be three X because then you will get two which divided by three, which is equal to two by three,
and that is the ratio given over here.
Now we need to find the ratio of volumes.
So let's apply the formula and find the ratio of columns that would be by our square in the two X divided
by buying two to our square in the 3H.
Right.
So let's simplify this.
We get two per square inch divided by twelve by our square.
It's right because you have four over here and three over here or into three is twelve.
Now over here you can cut out by and by our square and our square each and each.
But that's equal to two by twelve or one by six.
And that is another option.