The rectangle is 48 cm wide, which is 12/17 of its length. Calculate the perimeter and area.

Consider the condition of the problem. The solution will use geometric formulas. Let’s solve this task by actions:

1. Let’s calculate the length of the rectangle: length = 48 ÷ 12 × 17 = 68 cm.

2. Perimeter = 2 × (width + length). Substitute the numerical values into the formula and calculate what the perimeter of the rectangle is: perimeter = 2 × (48 + 68) = 2 × 116 = 232 cm.

3. The area of the rectangle is calculated using the formula: area = width × length. Substitute the numerical values into the formula and calculate what the area of the rectangle is: area = 48 × 68 = 3264 cm².

Answer: 232 cm and 3264 cm².