The lengths of the sides of the first rectangle A and B, its area is 6 times less than the area of the second rectangle.

The lengths of the sides of the first rectangle A and B, its area is 6 times less than the area of the second rectangle. Find the length of the side of the second triangle if the length of one of its sides is C.

1. Find the area of the first rectangle by multiplying for this the known values of the lengths of the sides: S = A * B.
2. Find the area of the second rectangle based on the condition that it is 6 times the area of the first rectangle: S = 6 * A * B.
3. Find the unknown length by dividing the area found by us by the length value given in the condition: S / C = 6 * A * B / C.
Answer: 6 * A * B / C.



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