if m a n and when m=154 n=7 find the value of M when n=14
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m=154 n=7
then m=154×2 n=7×2
m=308 n=14
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then m=154×2 n=7×2
m=308 n=14
Plzzz mark me as brainliest
Answered by
5
Answer:
Given:
m ∝ n
m = kn … (i) where k is constant of variation.
When m = 154, n = 7
Substitute the value of m = 154 and n = 7 in (i), we get
m = kn
154 = k × 7
k = 1547
k = 22
Now, substitute the value of k = 22 back in (i), we get
m = kn
∴ m = 22n … (ii)
This is the equation of variation.
When, n = 14, m =?
Substitute n = 14 in (ii), we get
m = 22n
m = 22 × 14
m = 308
∴ The value of m is 308.
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