Question
A company named Bubba's Web hosting provides two tiers of web hosting service accounts (an upper tier and a lower tier). The file named WebHostingSales.xlsx
A company named Bubba's Web hosting provides two tiers of web hosting service accounts (an upper tier and a lower tier). The file named WebHostingSales.xlsx contains the data for the number of upper tier hosting accounts, the number of lower tier hosting accounts and total monthly sales dollars for 48 consecutive months. Use linear regression to determine the monthly rate (in dollars) for the upper tier and the monthly rate (in dollars) for the lower tier. Upper tier rate ($/month): ________________________ Lower tier rate ($/month): ________________________ Attach a scanned copy of the regression analysis output from the spreadsheet.
Month | LowerTier | UpperTier | SalesDollars |
1 | 70 | 147 | $1,421.00 |
2 | 160 | 82 | $1,216.00 |
3 | 0 | 109 | $872.00 |
4 | 400 | 100 | $2,200.00 |
5 | 38 | 88 | $837.00 |
6 | 43 | 98 | $934.50 |
7 | 400 | 26 | $1,608.00 |
8 | 0 | 169 | $1,352.00 |
9 | 150 | 83 | $1,189.00 |
10 | 344 | 131 | $2,252.00 |
11 | 226 | 120 | $1,751.00 |
12 | 508 | 129 | $2,810.00 |
13 | 75 | 132 | $1,318.50 |
14 | 28 | 0 | $98.00 |
15 | 8 | 101 | $836.00 |
16 | 126 | 166 | $1,769.00 |
17 | 157 | 39 | $861.50 |
18 | 382 | 209 | $3,009.00 |
19 | 123 | 108 | $1,294.50 |
20 | 632 | 98 | $2,996.00 |
21 | 131 | 64 | $970.50 |
22 | 543 | 97 | $2,676.50 |
23 | 468 | 81 | $2,286.00 |
24 | 145 | 6 | $555.50 |
25 | 361 | 207 | $2,919.50 |
26 | 84 | 159 | $1,566.00 |
27 | 278 | 61 | $1,461.00 |
28 | 397 | 87 | $2,085.50 |
29 | 233 | 77 | $1,431.50 |
30 | 210 | 120 | $1,695.00 |
31 | 402 | 32 | $1,663.00 |
32 | 152 | 203 | $2,156.00 |
33 | 105 | 69 | $919.50 |
34 | 285 | 42 | $1,333.50 |
35 | 276 | 0 | $966.00 |
36 | 115 | 177 | $1,818.50 |
37 | 279 | 97 | $1,752.50 |
38 | 311 | 59 | $1,560.50 |
39 | 337 | 7 | $1,235.50 |
40 | 156 | 66 | $1,074.00 |
41 | 405 | 81 | $2,065.50 |
42 | 0 | 50 | $400.00 |
43 | 313 | 75 | $1,695.50 |
44 | 528 | 0 | $1,848.00 |
45 | 222 | 52 | $1,193.00 |
46 | 233 | 0 | $815.50 |
47 | 374 | 240 | $3,229.00 |
48 | 84 | 159 | $1,566.00 |
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