The area of a rectangle is 4225 m2. Its width is six meters and fifty meters. Find the area of another rectangle

The area of a rectangle is 4225 m2. Its width is six meters and fifty meters. Find the area of another rectangle, the width of which is 13 times the length of the first, and the length is a fifth of the length of the first rectangle

1) Calculate the length of the first rectangle. To do this, we find the quotient of its area and width (6 m 50 cm = 6.5 m): 4225: 6.5 = 650 (m);

2) Determine what the width of the second rectangle is. To do this, calculate 1/13 of the width of the first figure: 6.5: 13 = 0.5 (m);

3) Find out how many meters is the length of the second rectangle. To do this, we find 1/5 of the first figure: 650: 5 = 130 (m);

4) Find the area of the second rectangle using the formula: S = a b = 130 0.5 = 65 (m ^ 2).

Answer: the area of the second rectangle is 65 m ^ 2.