Q18.
Question
Can the area of the base of a regular pyramid be greater than the lateral area? Explain.
Step-by-Step Solution
Verified Answer
No, the area of the base of a regular pyramid cannot be greater than the lateral area.
1Step 1. Given information.
Given statement:
“The area of the base of a regular pyramid can be greater than the lateral area.”
2Step 2. Explanation.
The lateral area of the regular pyramid is the product of number of faces and area if each face of pyramid.
The base area of the regular pyramid is the area of the face along the base. In general, the area of along is the base is less than the lateral area of pyramid.
Therefore, the area of the base of a regular pyramid cannot be greater than the lateral area.
Other exercises in this chapter
Q16.
Can the height of a regular pyramid be greater than the slant height? Explain.
View solution Q17.
Can the slant height of a regular pyramid be greater than the length of a lateral edge? Explain.
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Copy and complete the table below for the regular square pyramid.Height, h4Slant Height, l5Base edgeLateral e
View solution Q2.
Copy and complete the table below for the regular square pyramid.Height, h12Slant Height, l13Base edgeLateral
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