A company manufactures and sells mini-recorders. A survey of office supply stores indicated that at a price of $82 each, the dem
and would be four hundred recorders, and at a price of $42 each, the demand would be nine hundred recorders. If a linear relationship between price and demand exists, which of the following equations models the price-demand relationship? (Let x represent the price per mini-recorder and y represent the demand in hundreds.)
A. Y= -1/8x + 57/4
B. Y= -8x - 114
C. Y= -1/8x - 57/4
D. Y= -8x + 114
Divide both sides by 2 for the first one. 2c/2>2/2 c>1 simplify both sides for the second 1 1/6d>=1 6*(1/6d).=(6)*(1) d>=6 For the last one subtract 9 from both sides r+9-9<=23-9 so that r<=14 Hope this helps!