The regression equation NetIncome = 2,159 + 0.0312 Revenue was estimated from a sample of 100 leading world companies (variables are in millions of dollars). |
(a-1) |
Calculate the residual for the x, y pair ($45,533, $2,697). (A negative value should be indicated by a minus sign. Round your answer to 4 decimal places.) |
Residual |
(a-2) | Did the regression equation underestimate or overestimate the net income? | ||||
|
(b-1) |
Calculate the residual for the x, y pair ($60,417, $3,497).(A negative value should be indicated by a minus sign. Round your answer to 4 decimal places.) |
Residual |
(b-2) | Did the regression equation underestimate or overestimate the net income? | ||||
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Answer :
Given data :-
The regression equation Net Income revenue = 2,159 + 0.0312
the residual for the x, y pair ($45,533, $2,697)
the residual for the x, y pair ($60,417, $3,497).
(a-1) now we need to find out the residual for the x, y pair ($45,533, $2,697).
Residual = measured value - predicted value
= 2697 - (2159 + 0.0312*45533)
= 2697 - (2159 + 1420.6296)
= 2697 - 3597.6296
= - 882.6296
(a-2). Since the residual is negative,
it means that we have overestimated the net income
(b-1) now we need to find out the residual for the x, y pair ($60,417, $3,497)
Residual = measured value - predicted value
= 3497 - (2159 + 0.0312 * 60417)
= 3497 - (2159 + 1885.0104)
= 3497 - 4044.0104
= -547.0104
(b-2). Since the residual is negative,
it means that we have overestimated the net income
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