Volume of prism = area of base x ____. *
A) diameter
B) height
C) diagonal
Answers
Answered by
0
Answer:
B) height I think it's correct
Answered by
2
Answer :
- Height
The volume of prism is the area of base × height
- v = bh
- Prism has 3n edges
- Prism has 4n edges
- Prism is a 3D shape
- Surface area of prism = 2(base area) + (base perimeter × height)
- Volume of prism = base area × height
- Prism are polyhedrons
- Regular prism and irregular prism are types of prism
- Triangular prism has triangular bases
- Right prism and oblique prism are the types of bases of prism
- Surface area of right prism and oblique prism are [bl × h ]+ 2[pl × sl] + [pl × bl]
- Volume of right prism and oblique prism are ½[bl × h × pl]
- where , h is height, bl is base length and pl is prism length
Example :
- Find the Volume of triangular prism whose area is 60cm² and height is 8cm
Solution :
Given,
- Base area = 60cm²
- Height = 8cm
As we know that,
- Volume of prism = base area × height
》60 × 8 = 480
Hence, Volume of triangular prism is 480cm³
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