Asked by Claudia Riano on May 20, 2024
Verified
Write a verbal sentence using variation terminology to describe the following formula for the Height of a Cylinder \text { Height of a Cylinder } Height of a Cylinder : h=Vπr2h = \frac { V } { \pi r ^ { 2 } }h=πr2V
A) Height varies inversely as the volume and directly as the square of the radius. \text { Height varies inversely as the volume and directly as the square of the radius. } Height varies inversely as the volume and directly as the square of the radius.
B) Height varies directly as the volume and inversely as the square of the radius. \text { Height varies directly as the volume and inversely as the square of the radius. } Height varies directly as the volume and inversely as the square of the radius.
Variation Terminology
Language and terms used to describe changes or differences in variables or conditions.
Directly
In a straight and unambiguous manner, often indicating a direct relationship between variables in mathematics.
- Determine the relationship between variables given a verbal description of their direct or inverse variation.
Verified Answer
AB
Aishwarya BenzyMay 21, 2024
Final Answer :
B
Explanation :
The formula states that the height is directly proportional to the volume and inversely proportional to the square of the radius. Therefore, the best choice is B.
Learning Objectives
- Determine the relationship between variables given a verbal description of their direct or inverse variation.
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