Question

Find the solution of equation: 2m-m/4=4+3m​

Answer 1

Answer:

2m-m/4=4+3m

first bring 3m on the left side and take 4 on the right side and as always sign changes and it will be like this 2m-m-3m=4*4

now you can solve it and it will be

2m-4m=16

-2m=16

-m=16/2

-m=8

I think this answer will be helpful.

Please mark it the brainiest.

Answer 2

Answer:

The solution of 2m-(m/4)=4+3m​ is -16/5.

Step-by-step explanation:

Given equation is:

$2m-\frac{m}{4}=4+3m$

Multiple by 4 both sides:

$4(2m-\frac{m}{4})=4(4+3m)$

$8m-m=16+12m$

$7m=16+12m$

$12m-7m=-16$

$5m=-16$

$m=-\frac{16}{5}$

Therefore the value of m =-16/5

If we put the value of  $m=-\frac{16}{5}$ in eq.(1):

$2(\frac{-16}{5} )-\frac{(-16)}{(5)(4)}=4+3(\frac{-16}{5} )$$\frac{-32+4}{5} =\frac{20-48}{5}$

$(\frac{-32}{5})+\frac{4}{5}=4+(\frac{-48}{5} )$

$\frac{-28}{5} =\frac{-28}{5}$

$L.H.S.=R.H.S.$