The main section of the cylinder is a square area of 100cm2, find the height of the perimeter.

To solve this problem, you need to find the height of the cylinder. Let’s consider this condition and analyze it.

By condition, we know that the area of the axial section of the cylinder is a square with an area of 100 cm2. Since the axial section of a given cylinder is square, it means that all its sides are equal, which means that the diameter is equal to the height.

Ssection = d * h = h2 = d2;

Find the height from this expression and get the expression;

h2 = Ssection;

h = √Ssec;

Substitute the value of the axial section into this formula and get;

h = √100;

h = 10cm.