Solve the equation: \(6x + 15 = 4x + 17\)
\[x = 1\]
\[x = 2\]
\[x = 4\]
Solve the equation: \(3(8 - x) + 1 = x + 5\)
\[x = 5\]
\[x = 10\]
\[x = - 20\]
Solve the inequality: \(5y - 16 \ge y + 32\)
\[y \ge 48\]
\[y \le 12\]
\[y \ge 12\]
Solve 3(2y - 5) = 9
\[y = \frac{14}{6}\]
y = 4
y = -1
Solve 3j + 2 = 5j - 4
j = 3
j = -1
j = 2
Solve 11 - 2v = 3 - 4v
v = -2
v = 3
v = -4
Solve \(\frac{5p}{2} = 15\)
p = 5
p = 6
p = 7
Solve \(\frac{7d}{4} - 2 = -9\)?
\[d = {-\frac{44}{7}}\]
d = -4
\[d = {-\frac{34}{7}}\]
Which of the following is NOT a solution to x > -4?
4
-4
0
How do you solve the inequality 2x + 1 > 5?
\[x \textgreater \frac{5}{2}\]
x > 2
x \(\textless\) 2