Question

Solve this equation: 2/3(h)-156=3(13/24)

Answer 1

The value of the provide equation is
`h=(3783)/(16)`.

Explanation:

Consider the provided equation.

`(2)/(3)(h)-156=3((13)/(24))`

We need to solve the equation.

The above equation can be written as:

`(2)/(3)(h)-156=(13)/(8)`

Add 156 to both the sides

`(2)/(3)(h)=(13)/(8)+156`

`(2)/(3)(h)=(13+1248)/(8)`

`(2)/(3)(h)=(1261)/(8)`

Multiply both the sides by 3/2.

`h=(3783)/(16)`

Hence, the value of the provide equation is
`h=(3783)/(16)`.

Answer 2

1) 2/3h -156 = 3(13/24)⇒2/3h-156 = 39/24

2/3 h = 39/24+156

2/3h = 39+3744/24

the m.c.m is 24 , then you must divide the denominator by 24 and multiply the result for numerator to obtain a lineal equation, it is in both terms of the equation

8*(2)h =39+3744

16h = 3783

h =3783/16