Subtract. −24−(−19) Enter your answer in the box.
2 answers:
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Answer:
Agree: if lateral area of the square pyramid after calculating the formula:
1/2(Perimeter * slant height) = 624in^2
Disagree if answer is different
Step-by-step explanation:
The question is incomplete without the diagram or the values of the lateral area of the square pyramid.
I would explain how to find it, that way you would be able to know if the area is 624 in^2 or not. I have attached a diagram of a square pyramid.
To know if the Lateral area of the square pyramid that you were given is 624inches square, we would use the formula for the area to determine if it's correct.
Lateral area of the square pyramid formula= 1/2(Perimeter * slant height)
We would first find the perimeter of the base by multiplying the length(l) of one edge by four.
Reason: a square has four equal sides.
P = 4L
Then multiply the lateral slant height (h) by the perimeter = P * h
Then divide your answer by 2
=1/2(P*h)
The lateral slant height is the distance from the top of the pyramid to the edge of the base that bisects one of the triangle faces.
If after calculating the area your answer is 624in^2 you would state you agree with Gianni but if the answer you got is different, you would state you disagree.
Then you provide the correct answer.
