To find the value of x in the equation ax + 15 = 44, you need to isolate x.
First, subtract 15 from both sides of the equation:
ax + 15 - 15 = 44 - 15
ax = 29
Next, divide both sides of the equation by a to solve for x:
(ax)/a = 29/a
x = 29/a
So, the value of x is 29/a.
ax+15=44
3 answers
ax−44<15
To solve the inequality ax - 44 < 15, you need to isolate x.
First, add 44 to both sides of the inequality:
ax - 44 + 44 < 15 + 44
ax < 59
Next, divide both sides of the inequality by a. However, to maintain the correct direction of the inequality, be mindful of the sign of a.
If a is positive, divide both sides by a:
(ax)/a < 59/a
x < 59/a
If a is negative, divide both sides by a, but remember to switch the direction of the inequality:
(ax)/a > 59/a (Switched the direction of the inequality)
x > 59/a
Therefore, the solution to the inequality ax - 44 < 15 is:
If a > 0: x < 59/a
If a < 0: x > 59/a
First, add 44 to both sides of the inequality:
ax - 44 + 44 < 15 + 44
ax < 59
Next, divide both sides of the inequality by a. However, to maintain the correct direction of the inequality, be mindful of the sign of a.
If a is positive, divide both sides by a:
(ax)/a < 59/a
x < 59/a
If a is negative, divide both sides by a, but remember to switch the direction of the inequality:
(ax)/a > 59/a (Switched the direction of the inequality)
x > 59/a
Therefore, the solution to the inequality ax - 44 < 15 is:
If a > 0: x < 59/a
If a < 0: x > 59/a