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Identify the statement that is true. 
  • a)
    A cylinder has two rectangular bases.
  • b)
    A cone has one circular base.
  • c)
    A cone has one rectangular base.
  • d)
    A cylinder has three circular bases.
Correct answer is option 'B'. Can you explain this answer?
Most Upvoted Answer
Identify the statement that is true.a)A cylinder has two rectangular b...
Correct answer is B because
cylinder has 2 circular bases
cone has one circular base
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Community Answer
Identify the statement that is true.a)A cylinder has two rectangular b...
Statement: A cone has one circular base.

Explanation:
A cone is a three-dimensional geometric shape that has a circular base and a curved surface that tapers to a point called the apex. Let's break down the statement to understand why it is true.

Definition of a Cone:
A cone is a solid shape that has a circular base and a curved surface that connects the base to a single point called the apex or vertex.

Components of a Cone:
- Circular Base: A cone has one circular base, which is a flat, two-dimensional shape. The base is a perfect circle, and all points on the circle are equidistant from the center.
- Curved Surface: The curved surface of a cone connects the circular base to the apex. It is a smooth, continuous surface that tapers as it moves away from the base towards the apex.
- Apex or Vertex: The apex is the point of a cone where all the lines from the curved surface converge. It is a single point and does not have any area or volume.

Comparison with Other Shapes:
Let's compare a cone with other shapes mentioned in the given options to see why the other statements are false:

- A cylinder: A cylinder has two circular bases and a curved surface that connects the bases. Therefore, statement (a) is false.
- A cone with a rectangular base: A cone does not have a rectangular base. The base of a cone is always circular. Therefore, statement (c) is false.
- A cylinder with three circular bases: A cylinder has only two circular bases, one at the top and one at the bottom. It does not have three circular bases. Therefore, statement (d) is false.

Conclusion:
Based on the definition and components of a cone, we can conclude that a cone has one circular base. Therefore, the statement "A cone has one circular base" is true.
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Identify the statement that is true.a)A cylinder has two rectangular bases.b)A cone has one circular base.c)A cone has one rectangular base.d)A cylinder has three circular bases.Correct answer is option 'B'. Can you explain this answer?
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