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Warm up 15.8 miles 31,536,000 seconds 0.805 mph
Convert 1,000,000 inches to miles. (1 mi=5280 ft) Convert 365 days to seconds Convert 36 cm per second to miles per hour. (1 in = 2.54 cm) 15.8 miles 31,536,000 seconds 0.805 mph
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4. Put the following equation in slope- intercept form (solve for y):
12x + 6y = -18 5. Solve the following equation for b: 10a – 2b = 16 6. Solve the following equation for x: 𝟑(𝒙−𝟒) 𝟓 = y + 21
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Creating Equations
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Consecutive Number Problems
If the numbers are consecutive use: 1st number = x 2nd number = x + 1 3rd number = x + 2 etc
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Consecutive Number Problems
If the numbers are consecutive ODD: 1st number = x 2nd number = x + 2 3rd number = x + 4 etc
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Consecutive Number Problems
If the numbers are consecutive EVEN: 1st number = x 2nd number = x + 2 3rd number = x + 4 etc
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Example 1 The sum of 3 consecutive even numbers add up to Find the three numbers. 1st 332 2nd 334 3rd 336
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Example 2 The sum of 4 consecutive numbers add up to Find the four numbers. 1st 1201 2nd 1202 3rd 1203 4th 1204
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Example 3 You and 3 friends divide the proceeds of a garage sale equally. The garage sale earned $412. How much money did you receive? $103 each
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Creating Inequalities
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Notations for Inequalities
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Example 4 Juan has no more than $50 to spend at the mall. He wants to buy a pair of jeans and some juice. If the sales tax is 4% and the juice with tax costs $2, what is the maximum price of jeans Juan can afford? x $46.15
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Example 5 Silvia is saving to buy a laptop that costs $1,100. So far she has saved $400. She makes $12 an hour babysitting. What’s the least number of hours she needs to work in order to reach her goal? x ≥ hours
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Example 6 Juan has no more than $50 to spend at the mall. He wants to buy a pair of jeans and some juice. If the sales tax on the jeans is 4% and the juice with tax costs $2, what is the maximum price of jeans Juan can afford? The price of the jeans + the tax on the jeans + the price of the juice must be less than or equal to $50. So…….. x x + 2 ≤ 50 x ≤ Juan should look for jeans that are priced at or below $46.16
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Example 7 Alexis is saving to buy a laptop that costs $1,100. So far she has saved $400. She makes $12 an hour babysitting. What’s the least number of hours she needs to work in order to reach her goal? h ≥ 1100 12h ≥ 700 h≥58.33 Alexis needs to work at least 58.5 hours to make enough money to save for her laptop
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Worksheet: Lucy’s Linear Equations & Inequalities
Classwork Worksheet: Lucy’s Linear Equations & Inequalities
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