Solve Equations with Variables
PROBLEM #1
Solve for x.
-24 - 3x = 9x
Step One
Add 3x to each side:
(You are attempting to get your variables (x's) on one side)
-24 = 12x
Step Two
Divide both sides by 12
(You divide by 12 in order to get the x by itself)
-2 = x
Step Three
Check your answer by plugging in the -2 for the x's in the original equation:
-24 - 3(-2) = 9(-2)
-24 + 6 = -18
-18 = -18
-18 does equal -18 therefore we know our answer (x = -2) is correct.
PROBLEM #2
Solve for x.
4x = -8 + 5x
Step One
Subtract 5x from each side:
(You are attempting to get your variables (x's) on one side)
-x = -8
Step Two
Use logical reasoning to determining what x is equaled to, considering you know what negative x equals:
If -x = -8, then x = 8
Step Three
Check your answer by plugging in the 8 for the x's in the original equation:
4(8) = -8 + 5(8)
32 = -8 + 40
32 = 32
32 does equal 32 therefore we know our answer (x = 8) is correct.
Solve for x.
-24 - 3x = 9x
Step One
Add 3x to each side:
(You are attempting to get your variables (x's) on one side)
-24 = 12x
Step Two
Divide both sides by 12
(You divide by 12 in order to get the x by itself)
-2 = x
Step Three
Check your answer by plugging in the -2 for the x's in the original equation:
-24 - 3(-2) = 9(-2)
-24 + 6 = -18
-18 = -18
-18 does equal -18 therefore we know our answer (x = -2) is correct.
PROBLEM #2
Solve for x.
4x = -8 + 5x
Step One
Subtract 5x from each side:
(You are attempting to get your variables (x's) on one side)
-x = -8
Step Two
Use logical reasoning to determining what x is equaled to, considering you know what negative x equals:
If -x = -8, then x = 8
Step Three
Check your answer by plugging in the 8 for the x's in the original equation:
4(8) = -8 + 5(8)
32 = -8 + 40
32 = 32
32 does equal 32 therefore we know our answer (x = 8) is correct.