Question

how to solve this :
$\frac{m}{5} - \frac{m - 2}{3} + m$
​

Answer 1

Simply the equation

$\sf{ \frac{m}{5} - \frac{m - 2}{3} + m }$

Taking LCM of all terms,

$\sf{ = \frac{3m - 5m + 10 + 15m}{15} } \\ \\ \\ = \sf{\frac{13m + 10}{15}}$

Answer 2

Step-by-step explanation:

Hi,

m / 5 - (m -2 ) / 3 + m /1

Taking LCM of denominators 5 , 3 and 1.

LCM of 5 , 3 and 1 = 5*3*1 = 15.

Now,

m /5 - ( m - 2 /3) + m /1

3m - 5( m-2) + 15 m / 15

3m - 5m + 10 + 15m / 15

18 - 5m + 10 / 15

13m + 10 / 15 [answer ]

Hope it will help you :)