Create an illustration showing a cylindrical container that is partially filled with liquid. The cylinder's dimensions are clearly labeled, indicating the height 'h' and radius 'r'. On the side of this image, the formula for the curved surface area of the cylinder is displayed, shown as 's= 2πr(r+h)'. The cylinder is depicted with a 3-dimensional perspective to enhance understanding of its geometric elements.

Make h the subject of the formula s= 2πr(r+h)

s = 2πr(r+h)

s/2πr = r+h
(s/2πr)-r = h

Be careful with brackets

s= 2πr(r+h)
s/(2πr) = r + h

h = s/(2πr) - r

X's solution would be dividing only by 2 not by 2πr

Math

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Just I want to familiar in mathematics

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Solve this m² = ( √st/2 - rhq ) make h the subject of formula

Make b the subject of the formula Br=abr-cbt

h=67/g8h/3