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Bell Work • A shipping company charges a fixed fee and an amount per kg of weight. • John ships a 5 kg package for $16.50 and Sarah ships a 10 kg package for $26.50. • How much will it cost you to ship a 15kg package using the same company?

Bell Work

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Bell Work. A shipping company charges a fixed fee and an amount per kg of weight. John ships a 5 kg package for $16.50 and Sarah ships a 10 kg package for $26.50. How much will it cost you to ship a 15kg package using the same company?. - PowerPoint PPT Presentation

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Page 1: Bell Work

Bell Work

• A shipping company charges a fixed fee and an amount per kg of weight.

• John ships a 5 kg package for $16.50 and Sarah ships a 10 kg package for $26.50.

• How much will it cost you to ship a 15kg package using the same company?

Page 2: Bell Work

• A bus company makes $45 in profit if 20 people are on the bus and $130 in profit if 30 people are on the bus.

• What it the rule used to calculate the profit?• What does the initial value represent?• How many people need to be on the bus to

break even?

Page 3: Bell Work

Answers pg 112-118

Page 4: Bell Work

Page 112

• 1a) constant b) partial c) otherd) direct e) partial f) other

2a) partial b) direct c) other d) constant b) partial d) constant

Page 5: Bell Work

Page 113• 3a) partial b) constant c) direct• d) other e) other f) partial

4a) constantb) directc) otherd) Partial

5a) y -2, 0, 2 b) y -1, 1, 3 c) y 3, 0, -3

Page 6: Bell Work

Page 114 and 115

• On overhead

Page 7: Bell Work

Page 116• 8 a) 650 650 650 650 ….

B) y = 650C) 0D) parallel to x axisE) constant

• 9 b) Variables are proportionalC) 45$ per personD) straight line that starts at the originE) DirectF) [0, 40] called the domain b) [0, 1800] called the rangeG) it also increases

Page 8: Bell Work

Page 117• 10 b) no• C) 1) 0.03 per page – 2) 5$– 3) y = 0.03x + 5

• D) straight line that does not pass through the origin• E) Partial• F) [0, 400] domain 2) [5, 17] Range• G) it also increases• H) 175 pages 2) 223 pages

Page 9: Bell Work

Page 117 and 118• 11a) 1. $75/chair

2. $-30003. y = 75 x – 3000 (x is the number of

chairs and y is the net profit)b) 1. [0, 100] 2. [-3000, 4500]

c) 1. [40, 100] 2. [0, 40[ d) it increases e) 40 chairs (set y equal to 0 and solve 0 = 75x – 3000)

f) 48 chairs2. 62 chairs (replace y with 600 and then 1650)

Page 10: Bell Work

Page 118• 12• A) -3600 per year• This is how much the value decreases per year• B) $24 000• C) y = -3600 + 24 000 (y is the value, x is the number of years)• D) 9600 (replace x with 4)• E) 2.5 years 2. 6 years (replace y with these amounts) • F) after 6 years and 8 months (set y = 0 and solve 6.6666 6 and 2/3

6 years and 8 months)• G) 1. [0, 6 and 2/3] 2. [0, 24 000]• H) it decreases• i) straight line the crosses the y axis at 24000 and the x axis at 6 and 2/3.