Given the trapezoid:
What is its perimeter?
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Given the trapezoid:
What is its perimeter?
The problem requires calculating the perimeter of the trapezoid by summing the lengths of its sides. Based on the given trapezoid diagram, the side lengths are clearly marked as follows:
According to the formula for the perimeter of a trapezoid:
Substituting the respective values:
Calculating the sum, we find:
Thus, the perimeter of the trapezoid is .
32
Given the trapezoid:
What is the area?
No! For perimeter, it doesn't matter if it's an isosceles, right, or scalene trapezoid. You simply add all four side lengths regardless of the trapezoid's special properties.
Unlike rectangles where opposite sides are equal, trapezoids can have four different side lengths. There's no shortcut - you must add each individual side: 4 + 9 + 6 + 13.
The order doesn't matter for addition! Whether you calculate 4 + 9 + 6 + 13 or 13 + 6 + 4 + 9, you'll get the same perimeter of 32 units.
Look for the numbers labeled on each edge of the trapezoid. Trace around the shape systematically - this one has sides labeled 4, 9, 6, and 13 units.
Use the same units as the given measurements. Since the sides are in units, your perimeter is 32 units. If they were in cm, your answer would be 32 cm.
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