Recent content by Aniket13

Okk i had understand answer pretty much good But now what is the area of surface

I am unable to think how our problem is same as minimizing the length of road

I am unable to think how our problem is same as minimizing the length of road

Th But how can i apply the condition of fixed volume If i make the area of circle as function of angle bw the bubbles then Where can i apply condition of fixed air moles Do i Missing something

How we can prof double bubble conjecture that is that three films of two soap bubbles intersect at 120° using only calculus

Ohhh The bubbles are identical so the force at a point will have same magnitudes but they have different direction , but Fnet = 0 so these three force vector must sum to zero only possible when they are at 120° hence Force net = 0 means potential energy = minimum hence area of circular film will...

I think i had to find the angle between the three films to minimize the area considering Fnet to be zero

Thanks

They will share a common flat surface where force on both sides is equal and we also don't have any other information so how we start Otherwise thanks for replying

What will be the area of common surface of two identical bubbles of radius R , i know there common surface will be flat as the radius of curvature of comman surface will tends to Infinity , but how do i relate with area of flat surface I tried to use Energy = Surface tension * area And then...