The chef at the Crescent Café is adding a new sandwich to the menu. Sales data from a similar menu item indicates that if the chef charges x dollars per sandwich, she will sell –20x+490 of the new sandwiches in the first month of their introduction.The cost to make each of the new sandwiches is $3. So, the chef will earn x–3 dollars in profit per sandwich.Which equation can the chef use to predict the price she can charge per sandwich to earn $2,000 in profit that first month?2,000=(x–3)(–20x+490)2,000x=(x–3)(–20x+490)To the nearest dollar, what is the lowest price the chef can charge per sandwich to earn $2,000 in profit that first month?

Ted is a producer in the perfectly competitive market for sandwiches. Ted produces his profit-maximising quantity of 55 sandwiches at the market price of $4.00 per sandwich. At this output, his average variable cost is $2.80 per sandwich and his average total cost is $3.10 per sandwich. His minimum average variable cost is $2.70 per sandwich. Select the item from the list provided to make the following statements true. The total variable cost Ted will incur at his profit maximising production level is __________. Ted's average fixed cost at his profit maximising production level is __________. If the market price begins to drop below $4.00 per sandwich, and Ted’s costs remain unchanged, Ted will need to shut down if the market price falls to below __________.

Ava is starting a cake-baking business, and she has just spent $150 for equipment. She figures that each cake will cost $4.50 to make, and she plans to sell her cakes for $12 each.Ava wants to find the number of cakes, c, she must sell to break even. In other words, she wants to know how many cakes she must sell before she has made as much money as she has spent. Which equation can she use?150+4.5c=12cc(150+4.5)=12c4.5c+12c=150150–4.5c=12c4.5c+150=12150c+4.5=12How many cakes must Ava sell before she has made as much money as she has spent?cakesSubmit

A cereal company estimates that its monthly cost is 𝐶(𝑥)=400𝑥2+300𝑥C(x)=400x 2 +300x and its monthly revenue is 𝑅(𝑥)=−0.6𝑥3+900𝑥2−400𝑥+700R(x)=−0.6x 3 +900x 2 −400x+700, where x is in thousands of boxes sold. The profit is the difference between the revenue and the cost.What is the profit function, P(x)?A.𝑃(𝑥)=0.6𝑥3−500𝑥2+700𝑥−700P(x)=0.6x 3 −500x 2 +700x−700B.𝑃(𝑥)=0.6𝑥3−1300𝑥2+100𝑥+700P(x)=0.6x 3 −1300x 2 +100x+700C.𝑃(𝑥)=−0.6𝑥3+1300𝑥2−100𝑥+700P(x)=−0.6x 3 +1300x 2 −100x+700D.𝑃(𝑥)=−0.6𝑥3+500𝑥2−700𝑥+700P(x)=−0.6x 3 +500x 2 −700x+700SUBMITarrow_backPREVIOUS

A company is holding a workshop for their employees and the administrator has been asked to buy sandwiches for the attendees. The manager has allowed the administrator to spend 60% of the total catering budget for the workshop. The total catering budget is USD$800. The price per sandwich is USD$5 but the company has a 20% discount coupon.How many sandwiches can the administrator buy within the specified budget? 80 sandwiches 90 sandwiches 100 sandwiches 110 sandwiches 120 sandwiches

The total cost of making shahi paneer is divided into three parts paneer, gravy and fuel in the ratio 2:2:1 . A chef sells it at Rs 260 per plate and makes a profit of 30% . If the prices of paneer and fuel increase by 20% and 10% respectively and the chef does not want to change the selling price of the shahi paneer , what will be his new profit % ?Question 24Answera.18 2/11%b.16 2/11%c.20%d.25%