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Key Words < less than, fewer than, below > greater than, more than, above, exceeding ≤ less than or equal to, at most, not above ≥ no less than, at least, no fewer than
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Solving Inequalities Using Addition and Subtraction
Definitions• The solution of an inequality is the set of
numbers that make it true.
• There are four signs:
, , ,and
Key Words
< less than, fewer than, below > greater than, more than, above, exceeding ≤ less than or equal to, at most, not above ≥ no less than, at least, no fewer than
Let’s look at a coupleTrue or false (hands up for true, no hands for false) :
5 2 2 4
10 7
14 8 15 16
12 12
Ex. 1
7 3x
Now we graph it
• > and < are open circles
• are closed circlesand
x > -4
0 5 10510
In your notes
9 7x
0 5 10510
Again
10 4x
0 5 10510
Ex 2
• To get an A in class, Jack needs at least 1000 points. He has already earned 360 points. How many more points does he need for an A?
Closure
• Working with a partner, write and solve an inequality:
• Mark is saving up for an xbox. It costs $360 and he has already saved up $100. How much more does he need?