Aline of regression y=-1,240 + 7.07x is the best fit line for a set of data comparing airfare with 30 days notice and one-day notice. find the best predicted cost of a ticket purchased one day in advance given that the cost of the ticket is $300 if purchased 30 day in advance of the flight.

$881

Step-by-step explanation:

Given : A line of regression y=-1,240 + 7.07 x is the best fit line for a set of data comparing airfare with 30 days notice and one-day notice.

To Find: Find the best predicted cost of a ticket purchased one day in advance given that the cost of the ticket is $300 if purchased 30 day in advance of the flight.

Solution:

Line pf Regression :

Where x is the cost of a ticket purchased on 30 days notice

y represents the cost of ticket on 1 day notice .

We are given that  the cost of ticket was $300 when purchased 30 day in advance of the flight.

So, substitute x = 300

Hence the best predicted cost of a ticket purchased one day in advance given that the cost of the ticket is $300 if purchased 30 day in advance of the flight is $881.

555.99.

step-by-step explanation:

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