1. Solve x+8>10.
x<18
x>18
x<2
x>2
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2. Solve x−1/3≤1/2
x≤5/6
x≥1/6
x≤1/6
x≥5/6
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3. Which of the following shows the graph of the solution to x+3≤7?
graph 1. starts at -10 ends at positve 4
grapth 2. starts at positive 4 ends in positive ten
grapth 3. starts at positive ten ends in positive 13
grapth 4. starts at -7 ends at positive ten
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4. Which of the following shows the graph of the solution to x+123>4?
grapth 1. starts at positve 2 ends in positve 10
grapth 2. starts at -10 ends at positve 2
grapth 3. starts at -10 ends at posivtive 5.5
grapth 4. starts at positve 5.5 ends in positve 10
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Weston solved an inequality and graphed the solution on the number line. Which of the following inequalities did he solve?
graph: starts at positive 1 ends at positive 10
x−1>0
x+0.5≥0.5
x+5≥6
x−0.5≤0.5
pls help with this :)