Using the regression equation y=-0.16729x+1233.33, determine what the R(x) equation is?
We know revenue function is product of price and number of unit sold .
R(x) = price *number of units sold
here regression equation gives the equation for price .
y is price p .
so P=-0.16729x+ 1233.33
here x is number of unit sold
so
R(x) = (-0.16729x+1233.33)x
R(x) = -0.16729x2+1233.33
Using the regression equation y=-0.16729x+1233.33, determine what the R(x) equation is? Chart Title 1200 X1 1943...
x1 p c 1943 1035 900 3190 581 1130 4570 405 1241 6490 124 1800 7330 85 1620 Price-Demand: Make a scatter plot for p vs x (price-demand plot). Get a regression line that best fits the data in Question 1. You need to type the equation of this line in desmos and graph it with your scatter plot. Please use p(?1) = equation when typing in desmos. Does it look like the regression line models the data well? (Yes...