Linear Marker
Help me please .. linear relationship?
His group has decided to open a small business selling dry erase markers Dry. One important thing to decide is what would be the best price to charge for the markers. After doing market research, noted that if markers cost $ 4.00, will not buy. However, if you charge anything, you can give the total inventory of 500 markers. Best Prices will be between these two extremes. Suppose there exists a linear relationship between the number of markers sold (n) and price (p). Use the information provided the graph of this relationship. Use your graph to find n = __________ linear equation describing the situation. If you sell at a price pn markers, your income your product is nx p. Use the formula in Part 2 to find a formula for admission in terms of p only. NXP = I = ________________
n = lp = 500-125 np = (500-125 P) p = 500p - 125p PS ², if your teacher gives extra credit you can add to your response: The maximum amount is reached when price is $ 2.00
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