Question

2x + 1 5 or -3x > -9

Part 1: Solve the inequality above.
Part 2: Describe the graph of the solution.

Answer 1

You missed an arrow in your question

Answer 2

no it wwas the > , equal to sign , i cant do it on my laptop :o

Answer 3

2x + 1>5 or -3x > -9

Answer 4

but theres a line under it _> liike that i guess

Answer 5

Solve for both
\[2x+1\geq5 \\ \\ 2x \geq 4 \\ \\ x \geq 2\]
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\[-3 \geq-9 \]
Divide both sides by -3 flips the sign
\[x \leq 3\]

Answer 6

but how do you explain the graphing?

Answer 7

Rewrite that as
\[2 \leq x \leq 3\]

Answer 8

x is in the region
\[2 \leq x \leq 3\]

Answer 9

but we have to graph it on a number line

Answer 10

thank you soooooooooo much !

Answer 11

Welcome :)