Linear Inequality Word Problems - 2s + 3 < 9 subtract 3 from both sides: S + a < 9 a = s + 3, so: S + (s + 3) < 9 simplify: 2s < 9 − 3 simplify: The velocity will be between 32 and 64 feet per second between 0.5 seconds after launch and 1.5 seconds. Web so the actual answer is:
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Web so the actual answer is: S + a < 9 a = s + 3, so: 2s < 9 − 3 simplify: 2s + 3 < 9 subtract 3 from both sides: The velocity will be between 32 and 64 feet per second between 0.5 seconds after launch and 1.5 seconds.
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S + a < 9 a = s + 3, so: 2s < 9 − 3 simplify: S + (s + 3) < 9 simplify: 2s + 3 < 9 subtract 3 from both sides: The velocity will be between 32 and 64 feet per second between 0.5 seconds after launch and 1.5 seconds.
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2s < 9 − 3 simplify: Web so the actual answer is: 2s + 3 < 9 subtract 3 from both sides: S + a < 9 a = s + 3, so: S + (s + 3) < 9 simplify:
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S + (s + 3) < 9 simplify: S + a < 9 a = s + 3, so: Web so the actual answer is: The velocity will be between 32 and 64 feet per second between 0.5 seconds after launch and 1.5 seconds. 2s + 3 < 9 subtract 3 from both sides:
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2s < 9 − 3 simplify: The velocity will be between 32 and 64 feet per second between 0.5 seconds after launch and 1.5 seconds. S + (s + 3) < 9 simplify: Web so the actual answer is: 2s + 3 < 9 subtract 3 from both sides:
Compound Inequalities Word Problems Worksheet With Answers —
The velocity will be between 32 and 64 feet per second between 0.5 seconds after launch and 1.5 seconds. 2s + 3 < 9 subtract 3 from both sides: S + a < 9 a = s + 3, so: 2s < 9 − 3 simplify: S + (s + 3) < 9 simplify:
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Web so the actual answer is: S + a < 9 a = s + 3, so: The velocity will be between 32 and 64 feet per second between 0.5 seconds after launch and 1.5 seconds. 2s + 3 < 9 subtract 3 from both sides: 2s < 9 − 3 simplify:
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4. Linear Inequality Word Problems[1] Deductible Insurance
S + (s + 3) < 9 simplify: S + a < 9 a = s + 3, so: Web so the actual answer is: The velocity will be between 32 and 64 feet per second between 0.5 seconds after launch and 1.5 seconds. 2s < 9 − 3 simplify:
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The velocity will be between 32 and 64 feet per second between 0.5 seconds after launch and 1.5 seconds. Web so the actual answer is: 2s < 9 − 3 simplify: S + (s + 3) < 9 simplify: 2s + 3 < 9 subtract 3 from both sides:
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2s + 3 < 9 subtract 3 from both sides: The velocity will be between 32 and 64 feet per second between 0.5 seconds after launch and 1.5 seconds. Web so the actual answer is: S + (s + 3) < 9 simplify: S + a < 9 a = s + 3, so:
S + (s + 3) < 9 simplify: S + a < 9 a = s + 3, so: 2s < 9 − 3 simplify: Web so the actual answer is: 2s + 3 < 9 subtract 3 from both sides: The velocity will be between 32 and 64 feet per second between 0.5 seconds after launch and 1.5 seconds.