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By: Baylee McBride.  Sally is trying to figure out how much her bill cost for texting each month for 6 months. She sent 102, 105, 122, 127, 139, and.

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Presentation on theme: "By: Baylee McBride.  Sally is trying to figure out how much her bill cost for texting each month for 6 months. She sent 102, 105, 122, 127, 139, and."— Presentation transcript:

1 By: Baylee McBride

2  Sally is trying to figure out how much her bill cost for texting each month for 6 months. She sent 102, 105, 122, 127, 139, and 155 text messages. If text messages cost 10 cents per text how much money did it cost each month?

3

4 The independent variable is my x value which is the number of text messages sent. The dependent variable is my y value which is the cost of the bill per month. We know that y DEPENDS on x. So the total cost of her bill per month DEPENDS on the number of text messages she sends per month. Y axis dependentdependent I n d e p e n d e n t

5 XX(.10)YX,Y 102102(.10)10.20102,10.20 105105(.10)10.50105,10.50 122122(.10)12.20122,12.20 127127(.10)12.70127,12.70 139139(.10)13.90139,13.90 155155(.10)15.50155,15.50

6  Domain is the x values.  Range is the y values.  So my domain is {102, 105, 122, 127, 139, 155}  My range is {10.20, 10.50, 12.20, 12.70, 13.90, 15.50}

7  Since my data contains only points and not a line, then it is a discrete graph.  You can not send 100 ½ texts, you can only send 101, 102, or 103 texts. So we will not use any of the numbers between 101 and 102.

8  A function is where each x value has a unique y value.  This means that the x values CAN NOT repeat.  Since my X values do not repeat, then it IS a FUNCTION.

9 Y axis X axis

10  So the totals for the months were ……..  1 st month- $10.20  2 nd month- $10.50  3 rd month- $12.20  4 th month- $12.70  5 th month- $13.90  6 th month- $15.50


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