It was rounded to the tenths.
He does not have enough material
<h3>How to determine if he has
enough material?</h3>
The given parameters are
Area = 75 square feet
Perimeter of material = 32 feet
Calculate the side length using
Length = Perimeter/4
So, we have
Length = 32/4
Evaluate
Length = 8
The area is
Area = 8^2
Evaluate
Area = 64
64 is less than 75
Hence, he does not have enough material
Read more about perimeters at
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Answer:
4. maximum: 22; minimum: 1
5. maximum: 24; minimum: -6.25
6. maximum: 49.7; minimum: 39.625
Step-by-step explanation:
I find a graphing calculator to be "appropriate technology" for answering questions of this sort. For the first and last questions, the extremes are the values of the function at the ends of the intervals specified.
For the second question, the parabola opens upward and the vertex is in the given interval, so the vertex is the minimum. The maximum is found at the end of the interval that is farthest from the vertex.
Answer:
128 square inches
Step-by-step explanation:
The formula for the area of a rectangle is
Length × Width
There are 2 rectangular windows in ms. Ridleys dining room.
For Window A
One window is 31 inches wide and 32 inches tall.
Length × Width
= 32 inches × 31 inches
= 992 square inches
For Window B
The other window is 27 inches wide and 32 inches tall.
Length × Width
= 32 inches × 27 inches
= 864 square inches
Hence, the difference in the area of the windows in ms. Ridleys dining room is calculated as:
Area of Window A - Area of Window B
= 992 square inches - 864 square inches
= 128 square inches
Answer:
Step-by-step explanation:
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