How do you solve #\frac { 5x + 4} { 5} - \frac { 3x - 3} { 6} \geq 2#?

1 Answer
shr · Monzur R.
Nov 5, 2016

#x\geq -0.6#

Explanation:

#\frac { 5x + 4} { 5} - \frac { 3x - 3} { 6} \geq 2#

In order to make things easier from the start, find the LCM (Lowest Common Multiple) of all the denominator of the inequality and then proceed, as they would vastly simplify the math component.

#6(5x + 4) - 5(3x - 3) \geq 30#

#30x+24-15x+15>=30#

#15x+39>=30#

#15x>=-9#

#x>=-9/15#

#:. x>==-0.6#

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