In: Statistics and Probability
The following attachment contains the values of two different financial stocks during a one month period. If a linear regression model is used to predict the SAMSUNG stock prices, what is the predicted SAMSUNG value to the nearest dollar when the ATT stock is $42 ?
Date | ATT | SAMSUNG |
2/22/2017 | 41.59 | 1897.31 |
2/23/2017 | 41.95 | 1901.78 |
2/24/2017 | 42.36 | 1872.29 |
2/27/2017 | 41.82 | 1894.63 |
2/28/2017 | 41.79 | 1869.6 |
3/1/2017 | 42.04 | 1849.94 |
3/2/2017 | 42.07 | 1848.16 |
3/3/2017 | 42 | 1814.2 |
3/6/2017 | 41.95 | 1795.43 |
3/7/2017 | 41.88 | 1796.32 |
3/8/2017 | 41.77 | 1796.32 |
3/9/2017 | 41.93 | 1796.32 |
3/10/2017 | 42.34 | 1790.96 |
3/13/2017 | 42.36 | 1770.4 |
3/14/2017 | 42.09 | 1774.87 |
3/15/2017 | 42.59 | 1717.68 |
3/16/2017 | 42.43 | 1717.68 |
3/17/2017 | 42.61 | 1700.7 |
3/20/2017 | 42.41 | 1707.85 |
3/21/2017 | 42.08 | 1750.74 |
3/22/2017 | 41.65 | 1756.11 |
a.) 1817
b.) 1812
c.) 1803
d.) 1814
We can use here Excel for regression equation
Step 1) Enter data in Excel .
Step 2) Data >>Data analysis >>Regression
>>Select y and x values separately >>Ok
Therefore, we have regression equation is,
SAMSUNG=-130.7345*ATT+7302.4127
Substitute here ATT= 42
=>SAMSUNG=-130.7345*42+7302.4127
=1811.56
Option b) is correct.