Given a right circular cone a plane that intersects the cone (not at the vertex) and is parallel to its edge will always result
in a parabola regardless of the shape of the cone true or false
2 answers:
Answer:
The given statement is a correct statement i.e. TRUE.
Step-by-step explanation:
We know that when a right circular cone is intersected by a plane parallel to it's edge and not passing through the vertex then the cross-section that is formed on this slicing will be a parabola.
Also, a circle is formed when the slicing is done parallel to the base.
This slicing could also be seen with the help of the figure attached to the answer.
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<h2>The Third table of ordered pairs represents a proportional relationship.
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Explanation:
A proportional relationship is defined as the relationship between two quantities where one is directly proportional to another with a proportionality constant.
For example, y = ax
Here a is the proportionality constant.
This expression shows that y varies directly as x varies.
From the tables mentioned in the below attachment, we can easily say that "Table 3" has the ordered pairs which represents proportional relationship.
Table 3 defines y is directly proportional to x with proportionality constant .