The average driving distance​ (yards) and drivingaccuracy​(percent of drives that land in the​ fairway) for 8golfers are recorded in the table to the right. Complete parts athrough e below.		Player	Distance​ (yards)	Accuracy​ (%)
	1	316.1316.1	44.6
	2	303.3	51.7
	3	309.4	47.5
	4	311.6	40.6
	5	295.3	55.4
	6	290.4	58.9
	7	295.8	56.2
	8	304.3	49.5

a. Write the equation of a​ straight-line model relating drivingaccuracy​ (y) to driving distance​ (x). Choose the correct answerbelow.

A.y =β1x

B.y=β1x2+β0

C.y=β1x+ε

D.y=β0+β1x+ε

Your answer is correct.

b. Fit the​ model, part

a​,to the data using simple linear regression. Give the leastsquares prediction equation.ModifyingAbove y with caretyequals=250.3plus+Left parenthesis negative 0.6587 rightparenthesis(−0.6587)x

c. Interpret the estimated​ y-intercept of the line.

Choose the correct answer below.

A.Since a drive with​ 0% accuracy is outside the range of thesample​ data, the​ y-intercept has no practical interpretation.

B.For each additional yard in​ distance, the accuracy isestimated to change by the value of the​ y-intercept.

C.For each additional percentage in​ accuracy, the distance isestimated to change by the value of the​y-intercept.

D.Since a drive with distance 0 yards is outside the range ofthe sample​ data, the​ y-intercept has no practicalinterpretation.

Your answer is correct.

d. Interpret the estimated slope of the line. Choose the correctanswer below.

A.Since a drive with distance 0 yards is outside the range ofthe sample​ data, the slope has no practical interpretation.

B.For each additional percentage in​ accuracy, the distance isestimated to change by the value of the slope.

C.For each additional yard in​ distance, the accuracy isestimated to change by the value of the slope.

D.Since a drive with​ 0% accuracy is outside the range of thesample​ data, the slope has no practical interpretation.