If m is inversely proportional to √n and m = 6 when n = 4. If m = 4, n = =–. If n = 16, m = =–. Question If m is inversely proportional to √n and m = 6 when n = 4. If m = 4, n = —–. If n = 16, m = —–. in progress 0 Math Eva 1 month 2021-09-22T21:25:35+00:00 2021-09-22T21:25:35+00:00 2 Answers 0 views 0

## Answers ( )

Step-by-step explanation:m is 6 then n is 1/√4

m = 1/2

m = 1/√16

m = 1/4….

it is your ans ….

Answer:let

m = k / √n …..(1)

here k is proportional constant.

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

6 = k /√4

6 = k /2

k = 12

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

m = 12 / √n …..(2)

(i) putting value of m = 4 here in equation (2),we get

4 = 12 / √n

√n = 12 /4

√n = 3

n = 3²

n = 9(ii) m = 12 / √n

putting value of n=16 in equation (2), we get

m= 12/ √16

m= 12/4

m=3