The information in the following table shows the amount of sales and the profit from a small retail business in Whitby Ontario for the last 15 years. The years have not been provided as you will only need the amounts. Sales ($) (thousands) Profit ($) (thousands) 195 10 205 15 225 22 240 -10 255 25 300 39 265 24 345 55 295 32 335 37 380 48 405 55 355 50 390 48 410 55 a) Create a scatter plot of the data. Identify any outliers, if they occur. b) Sketch the line of best fit and determine its equation. c) Describe any correlation you see between the variables. What conclusion could someone make based on the scatter plot? ( d) Identify whether you would use interpolation or extrapolation to predict the profit for the sales amount $500,000 and $230,000. e) Predict the profit for the sales amount $500,000 and $230,000.

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1. The information in the following table shows the amount of sales and the profit
from a small retail business in Whitby Ontario for the last 15 years. The years
have not been provided as you will only need the amounts.
Sales ($)
(thousands)
Profit ($)
(thousands)
195
10
205
15
225
22
240
-10
255
25
300
39
265
24
345
55
295
32
335
37
380
48
405
55
355
50
390
48
410
55
a) Create a scatter plot of the data. Identify any outliers, if they occur.
b) Sketch the line of best fit and determine its equation. A
c) Describe any correlation you see between the variables. What conclusion
could someone make based on the scatter plot? (
d) Identify whether you would use interpolation or extrapolation to predict the
profit for the sales amount $500,000 and $230,000.
e) Predict the profit for the sales amount $500,000 and $230,000.
Transcribed Image Text:1. The information in the following table shows the amount of sales and the profit from a small retail business in Whitby Ontario for the last 15 years. The years have not been provided as you will only need the amounts. Sales ($) (thousands) Profit ($) (thousands) 195 10 205 15 225 22 240 -10 255 25 300 39 265 24 345 55 295 32 335 37 380 48 405 55 355 50 390 48 410 55 a) Create a scatter plot of the data. Identify any outliers, if they occur. b) Sketch the line of best fit and determine its equation. A c) Describe any correlation you see between the variables. What conclusion could someone make based on the scatter plot? ( d) Identify whether you would use interpolation or extrapolation to predict the profit for the sales amount $500,000 and $230,000. e) Predict the profit for the sales amount $500,000 and $230,000.
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