please answer all 3

if the demand function for math sell help videos is given by 60 - 0.5%, and the total cost function to manufacture the videos is given by 6x + 23, the marginal pode function ex = 20 Marginal Profit This means that if production and sales increase by one unit, then total profit will decrease increase by approximately dolars Math 110 Course Resources Marginal Analysis Elastity Course Packet on marina analys The daily cost in dollars) of producing Lo ultra high definition television is given te 302.04 +900 where x denotes the number of thousands of television produced in a day () Compute the average cost function, - ( (o) Compute the marginal average cost function, CW- (c) ung the marginal average cost function, c), approximate the marginal average cost when 3000 televisions have been produced 6. [-/1 Points) DETAILS MY NOTES Math 110 Course Resources Marginal Analysis Elasticity Course Packet on marginal analysis The daily cost in dollars) of producing Samsung VR headset is given by COX) - 400 3002 where x denotes the number of headsets produced in a day and the total revenue in dollars is given by RU) - 3000x- Using the marginal average profit function, Px), approximate the marginal average pront when 2 headsets have been produced and sold. if the demand function for math sell help videos is given by 60 - 0.5%, and the total cost function to manufacture the videos is given by 6x + 23, the marginal pode function ex = 20 Marginal Profit This means that if production and sales increase by one unit, then total profit will decrease increase by approximately dolars Math 110 Course Resources Marginal Analysis Elastity Course Packet on marina analys The daily cost in dollars) of producing Lo ultra high definition television is given te 302.04 +900 where x denotes the number of thousands of television produced in a day () Compute the average cost function, - ( (o) Compute the marginal average cost function, CW- (c) ung the marginal average cost function, c), approximate the marginal average cost when 3000 televisions have been produced 6. [-/1 Points) DETAILS MY NOTES Math 110 Course Resources Marginal Analysis Elasticity Course Packet on marginal analysis The daily cost in dollars) of producing Samsung VR headset is given by COX) - 400 3002 where x denotes the number of headsets produced in a day and the total revenue in dollars is given by RU) - 3000x- Using the marginal average profit function, Px), approximate the marginal average pront when 2 headsets have been produced and sold