Asked by Allison Belew on May 06, 2024
Verified
Write a model for the statement. I varies inversely as the tenth power \text { tenth power } tenth power of V
A) I=kVI = \frac { k } { V }I=Vk
B) I=1k+V10I = \frac { 1 } { k + V ^ { 10 } }I=k+V101
C) I=kV10I = \frac { k } { V ^ { 10 } }I=V10k
D) I=kV10I = k V ^ { 10 }I=kV10
E) I=10kVI = 10 \mathrm { kV }I=10kV
Inversely
A relationship between two variables in which one increases as the other decreases, often described by an inverse proportion or relation.
Tenth Power
Raising a number to the tenth power means multiplying the number by itself nine more times.
- Execute the notion of fluctuation in the portrayal of real-world circumstances.
Verified Answer
CP
Christian PerezMay 13, 2024
Final Answer :
C
Explanation :
The statement "I varies inversely as the tenth power of V" can be written as I∝1V10I \propto \frac { 1 } { V ^ { 10 } }I∝V101 . Introducing the constant of proportionality, we get I=kV10I = \frac { k } { V ^ { 10 } }I=V10k , which is option C.
Learning Objectives
- Execute the notion of fluctuation in the portrayal of real-world circumstances.
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