the slant height of a square pyramid with base area 576 is 13cm what is the height of the pyramid
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Answer:
height of the pyramid is 5 cm
Step-by-step explanation:
area= 576 cm^2
area of square is a^2 = 576 cm^2
so, a= 24 cm
slant height L= 13 cm
midpoint of square is m = (24)/2= 12
height h is √([L^2- m^2]
= √(13^2)-(12)^2
= √169-144
= √25
=5 cm
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