Quick Start Expectations 1.Pick up week 20 and fill in planner and HWRS: HW: p. 38-51 #5, 7, 11-14 2.Get a signature on HWRS & LF turn in week 19 3.On.

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Quick Start Expectations 1.Pick up week 20 and fill in planner and HWRS: HW: p #5, 7, Get a signature on HWRS & LF turn in week 19 3.On desk: journal, calculator, textbook, vocab toolkit 4.Warm Up: Is this a linear relationship? If so, find the slope, y-intercept, and write the equation. If not, explain why it is not linear. XY

XY Warm-up: Is this a linear relationship? If so, find the slope, y-intercept, and write the equation. If not, explain why it is not linear. Yes, this is a linear relationship. As x goes up by 1, y goes up by 2. m = 2 b = 5 y = 2x +5 XY

p. 32

p. 33

p. 34

Mighty y = 49 + x or y = x + 49 b = $49 initial fee m = $1 cost per shirt Mighty y = 49 + x or y = x + 49 b = $49 initial fee m = $1 cost per shirt No-Shrink y = 4.5 x or y = 4.5x + 0 b = $0 initial fee m = $4.50 cost per shirt No-Shrink y = 4.5 x or y = 4.5x + 0 b = $0 initial fee m = $4.50 cost per shirt As a table team, answer questions A 1-3

Mighty y = 49 + x or y = x + 49 x = 20 y = = $69 Mighty y = 49 + x or y = x + 49 x = 20 y = = $69 No-Shrink y = 4.5 x or y = 4.5x + 0 x = 20 y = 4.5 x 20 = $90 No-Shrink y = 4.5 x or y = 4.5x + 0 x = 20 y = 4.5 x 20 = $90

Mighty y = 49 + x or y = x + 49 y = = 49 + x 120 – 49 = x x = 71 t-shirts Mighty y = 49 + x or y = x + 49 y = = 49 + x 120 – 49 = x x = 71 t-shirts No-Shrink y = 4.5 x or y = 4.5x + 0 y = = 4.5x 120/4.5 = x x is about 26 t-shirts No-Shrink y = 4.5 x or y = 4.5x + 0 y = = 4.5x 120/4.5 = x x is about 26 t-shirts

Week (x) Mighty Cost (y) $49$54$59$64$63 No- Shrink Cost (y) $0$22.50$45$ $63 What is the vocabulary word for when the costs are equal? The break-even point or the point of intersection! If I need to buy more than 14 shirts, Mighty is the better deal. If I need to buy less than 14 shirts, No-Shrink is the better deal. Make a Table!

It is a linear relationship because each company is charging the same rate per t-shirt. Mighty charges $1 per shirt and No- Shrink charges $4.50 per shirt. Mighty Tee: as n increases by 1, the cost increases by $1 No-Shrink Tee: as n increases by 1, the cost increases by $4.50 Mighty Tee: as n increases by 1, the cost increases by $1 No-Shrink Tee: as n increases by 1, the cost increases by $4.50

The cost per T-shirt for this company is $2.50. The down payment, for no shirts, is $34. This cost is less per T-shirt than No-Shrink, but greater than Mighty. Yes, it is a linear relationship! As the number of t-shirts increases by 1, the cost increases by $2.50. p. 35

Yes, (20, 84) lies on this graph. If you extend the table to n = 20, then C = $84. Or you can substitute the x and y into the equation! The 20 means that if you buy 20 T-shirts it will cost $84. You can substitute the coordinates into the equation to make a true statement.

C = n