Question

Find the solution set: 5x - 4 ≥ 26 or 29 - 3x > 2
a. {x|6≤x<9}
b. {x|x≤6 or x>9}
c. {real numbers}
d. {x|x≠9}

Answer 1

Set up each as and solve for x. I will do the first equality

\[ \huge 5x - 4 \geq 26 \]
\[ \huge 5x \geq 26 + 4 \]
\[ \huge \frac{5x}{5} \geq \frac{30}{5} \]
\[ \huge x \geq \frac{30}{5} \]
\[ \huge x \geq 6 \]

Now we know x is great or equal to 6. And we have two answer that stat that. You need to do the other one to find the answer.


Do the next one equality
\[ \huge 29 - 3x > 2 \]

Answer 2

thank you!!!

Answer 3

hi good afternoon

Answer 4

hi!! :D