Asked by el
Suppose f varies inversely with g and that f=20 when g=4. What is the value of f when g=10?
Answers
Answered by
Jai
f varies inversely with g:
f = k * (1/g)
where k is some constant.
f=20 when g=4:
20 = k * (1/4)
k = 20 * 4
k = 80
f=? when g=10
f = 80 * (1/10)
f = 8
Hope this helps~ `u`
f = k * (1/g)
where k is some constant.
f=20 when g=4:
20 = k * (1/4)
k = 20 * 4
k = 80
f=? when g=10
f = 80 * (1/10)
f = 8
Hope this helps~ `u`
Answered by
Steve
another way. You do not need to find k at all. You know that
f = k/g, so
fg = k, a constant.
That means that
20*4 = f*10
f = k/g, so
fg = k, a constant.
That means that
20*4 = f*10
Answered by
samir
I have 18 in the denominator.
I am equivalent to 1\6.
What fraction am i? ?
I am equivalent to 1\6.
What fraction am i? ?
Answered by
Henry
1/6 = x/18
Solve for x.
Solve for x.
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