Answer:
If two pyramid have the same height , for volume to be the same the base area of the pyramids should be equal
Step-by-step explanation:
Volume of a pyramid is given by;
[tex]V=l*w*h /3[/tex]
where l is length of base, w is width of base, and h is height of base
If two pyramid have the same height , for volume to be the same the base area of the pyramids should be equal
The base area= l×w
For example if we have two pyramids A and B with the following properties;
A= height= x , length=l₁ and width = w₁
B= height=x, length=l₂ and width = w₂
Then the volume of the two pyramid will be the same if;
l₁*w₁=l₂*w₂
Thus
V₁= (l₁*w₁*x )/3 = (l₂*w₂*x)/3
