Answer:
The equation of variation states that two variables are inversely proportional if they satisfy the equation:
vw = k
where k is a constant of proportionality.
Given that v = 8 when w = 2, we can find k by substituting these values into the equation of variation:
8 * 2 = k
k = 16
So the equation of variation for the relationship between v and w is:
vw = 16
This means that the product of v and w is always equal to 16, regardless of the specific values of v and w.
Step-by-step explanation:
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Answer:
The equation of variation states that two variables are inversely proportional if they satisfy the equation:
vw = k
where k is a constant of proportionality.
Given that v = 8 when w = 2, we can find k by substituting these values into the equation of variation:
8 * 2 = k
k = 16
So the equation of variation for the relationship between v and w is:
vw = 16
This means that the product of v and w is always equal to 16, regardless of the specific values of v and w.
Step-by-step explanation: