3/4x - 1/3x = 60, then how x = 144? please solve with very easy stapes?
Hello here is solution:
3/4x-1/3x
Taking LCM of deno and simplifying:
9x-4x/12 = 60
5x=12 x 60
x= 12 x 60/5 =12 x 12 = 144
Therefore
9x/4x - 1 = 180x
9 - 4 = 720x
Therefore 5 = 720x
Therefore x = 1/144
(3/4)*X - (1/3)*X = 60
=> 3X/4 - X/3 = 60
=> 9X/12 - 4X/12 = 60 ( taking L.C.M.=12)
=>5X/12 = 60
=> 5X = 60*12
=> X = 720 / 5
=> X = 144
Common denominator is 12x
Gives
[9 - 4]/12x = 60
5 = 720x
x = 5/720 = 1/144 not 144
3/4x-1/3x=60
=> (9x-4x)/12=60
=>5x=60*12
=>x=60*12/5
=>x=12*12
=>x=144
3/4x - 1/3x = 60
u need to subtract so make the denominator the same.
9/12x - 4/12x =60
5/12x = 60
5=(12x X 60)
5=720x
720/5=x
=144
Multiply everything by 12:
9x - 4x = 720
5x = 720
x = 720/5
x = 144
3/4(x) - 1/3(x ) = 60
L.C.M.=12
9/12(x) - 4/12(x) = 720/12
x = 720/5 = 144
(9x-4x)/12x^2=60
5x/12x^2=60
5/12x=60
x=1/144
Comments
Hello here is solution:
3/4x-1/3x
Taking LCM of deno and simplifying:
9x-4x/12 = 60
5x=12 x 60
x= 12 x 60/5 =12 x 12 = 144
Therefore
9x/4x - 1 = 180x
Therefore
9 - 4 = 720x
Therefore 5 = 720x
Therefore x = 1/144
(3/4)*X - (1/3)*X = 60
=> 3X/4 - X/3 = 60
=> 9X/12 - 4X/12 = 60 ( taking L.C.M.=12)
=>5X/12 = 60
=> 5X = 60*12
=> X = 720 / 5
=> X = 144
Common denominator is 12x
Gives
[9 - 4]/12x = 60
5 = 720x
x = 5/720 = 1/144 not 144
3/4x-1/3x=60
=> (9x-4x)/12=60
=>5x=60*12
=>x=60*12/5
=>x=12*12
=>x=144
3/4x - 1/3x = 60
u need to subtract so make the denominator the same.
9/12x - 4/12x =60
5/12x = 60
5=(12x X 60)
5=720x
720/5=x
=144
Multiply everything by 12:
9x - 4x = 720
5x = 720
x = 720/5
x = 144
3/4(x) - 1/3(x ) = 60
L.C.M.=12
9/12(x) - 4/12(x) = 720/12
9x - 4x = 720
5x = 720
x = 720/5 = 144
3/4x-1/3x=60
(9x-4x)/12x^2=60
5x/12x^2=60
5/12x=60
5=720x
x=1/144