Suppose a package of cotton face masks sells for $23.60. Assume the total costs (in dollars)...

Transcribed Image Text:

Suppose a package of cotton face masks sells for $23.60. Assume the total costs (in dollars) to produce x packages of masks is C(x) = 0.45x + 60,000. What is the total cost of producing 5,000 packages? $ What is the revenue from selling 5,000 packages? $ What is the profit from selling 5,000 packages? $ The Staeb company manufactures headphones. The company's total cost function is C(h) = -0.003h + 77h + 2800 and revenue is given by R(h) = 130h (both in dollars), where h is the number of pairs of headphones. What is the company's profit function, P(h)? (Simplify your expression) P(h) = Expand out: (2x+4)2 (Simplify your answer) 2_3 xx3 = x where p = Suppose a package of cotton face masks sells for $23.60. Assume the total costs (in dollars) to produce x packages of masks is C(x) = 0.45x + 60,000. What is the total cost of producing 5,000 packages? $ What is the revenue from selling 5,000 packages? $ What is the profit from selling 5,000 packages? $ The Staeb company manufactures headphones. The company's total cost function is C(h) = -0.003h + 77h + 2800 and revenue is given by R(h) = 130h (both in dollars), where h is the number of pairs of headphones. What is the company's profit function, P(h)? (Simplify your expression) P(h) = Expand out: (2x+4)2 (Simplify your answer) 2_3 xx3 = x where p =