An equation of a trend line for the scatter plot below is y=42x+50. Predict how many more sales the store makes in December than in November.

An equation of a trend line for the scatter plot below is y42x50 Predict how many more sales the store makes in December than in November class=

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Answer:

42 more sales in December

Step-by-step explanation:

Using the equation of the trend line for the scatter plot, the number of sales the store makes in December than in November will be: 42.

Equation of Trend Line

The equation of the trend line represents the line on scatter plot that can be used to predict number of sales the store makes in any month.

Equation of the trend line is: y = 42x + 50.

December (x) = 12

Sales in December (y) would be:

y = 42(12) + 50 = 554

November (x) = 11

Sales in November (y) would be:

y = 42(11) + 50 = 512

Difference between December and November sales = 554 - 512 = 42

Therefore, using the equation of the trend line for the scatter plot, the number of sales the store makes in December than in November will be: 42.

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