Question

Hel. If I is inversely proportional to √m and I = 6 when m = 4. What is the value of
m when/= 4?​

Answer 1

Answer:

Here l is inversely proportional to to √m

l =6 when m= 4

So, I √m = 6√4

= 6(2) = 12

So at l = 4

4m = 12

m = 3

#answerwithquality #BAL

Answer 2

Answer:

Let

L = k / √m ________(1)

here k is proportional constant.

since , L = 6 when m = 4 then from (1)

6 = k /√4

6 = k /2

k = 12

put value of ' k ' in eq.(1) , now the equation is :-

L = 12 / √m _______eq(2)

put value of L = 4 here in equation (2),we get

4 = 12 / √m

√m = 12 /4

√m = 3

m = (3)^2

m = 9

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Your Answer : m = 9

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