"x is a maximum of 32."
Write an inequality statement.
x ≤ 32
Graph x < 10.
Host will check individual responses.
Solve:
x - 5 ≤ -5
x ≤ 0
Solve:
2x + 1 > 9
x > 4
Jada watches at least 3 movies every week.
Write an inequality statement.
x ≥ 3
Graph x ≥ -2.
Host will check individual responses.
x + 7 > -8
x > -15
Solve:
x/3 - 5 < 1
x < 18
The sum of twice a number and 5 is at most 15.
Write an inequality statement.
2x + 5 ≤ 15
Solve and graph the following inequality:
x + 2 > 0
Solution: x > -2
Host will check graphs.
-16 ≥ -9 + x
-7 ≥ x
or x ≤ -7
Solve:
-6x + 6 ≤ - 24
x ≥ 5
Thadius sets out 2 plates for each of his dinner guests, plus 4 extra plates for serving. He needs at least 20 plates total for dinner, since he's unsure how many people will be there.
Write an inequality statement to represent this. Then solve.
2p + 4 ≥ 20
Solution: p ≥ 8
Solve and graph the following inequality:
-5x ≥ 15
Solution: x ≤ -3
Host will check graphs.
Solve:
x/-10 < -3
x > 30
Solve:
8x - 10 ≥ -50
x ≥ -5
Your friend's birthday is coming up!
You have a budget of $50 total.
You want to buy your friend at least 4 gifts.
1) Write an inequality showing how much money you can spend and
2) Write an inequality showing how many gifts you can give your friend.
1) b ≤ 50
2) g ≥ 4
Solve and graph the following inequality:
(2/3)x > -4
x > -6
Host will check graphs.
Solve and graph:
-2(x - 3) > -4
x < 5
Solve:
4x + 3 > 2x + 11
x > 4