Concept:The perimeter of a parallelogram is twice the sum of its two adjacent side lengths.
Explanation:A parallelogram has opposite sides equal in length.
Given two adjacent sides are
4.8 m and
7.2 m, the other two sides are also
4.8 m and
7.2 m respectively.
The perimeter is the total distance around the shape, equal to the sum of all four sides.
Thus, perimeter
=4.8+7.2+4.8+7.2.
Group the equal sides: perimeter
=2(4.8+7.2).
First add the bracket:
4.8+7.2=12.0.
Then multiply by 2: perimeter
=2×12.0=24.0 m.
Answer:The perimeter of the parallelogram is
24.0 m, which is option C.