Question

Round answers to three decimal places. area of 1st rectangle = 0.032 area of 2nd rectangle = 25 × f(675) = 25 × 0.000863 = 0.022 area of 3rd rectangle = area of 4th rectangle = area of 5th rectangle = area of 6th rectangle = total area = calculate the overestimate of the region's area. overestimate

Answer 1

To calculate the overestimate of the region's area, add up the known areas of the rectangles. The total area is the estimate, and rounding up gives the overestimate.

Step-by-step explanation:

To calculate the overestimate of the region's area, we need to add up the areas of the rectangles. The given areas are:

• Area of 1st rectangle = 0.032
• Area of 2nd rectangle = 0.022
• Area of 3rd rectangle = unknown
• Area of 4th rectangle = unknown
• Area of 5th rectangle = unknown
• Area of 6th rectangle = unknown

We need to calculate the total area by adding up all the known areas:

Total area = 0.032 + 0.022 = 0.054

This is the estimate of the region's area. Since we are looking for the overestimate, we can round this up to the next whole number, which is 1.

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