Please provide answer in text (Without image) Twyla Company is a multidivisional company. Its managers have full responsibility for profits and complete autonomy to accept or reject transfers from other divisions.Division A produces a subassembly part for which there is a competitive market. Division B currently uses this subassembly for a final product that is sold outside at $2,410.Division A charges Division B market price for the part, which is $1,530 per unit. Variable costs are $1,120 and $1,170 for Divisions A and B, respectively.The manager of Division B feels that Division A should transfer the part at a lower price than market because at market, Division B is unable to make a profit.Calculate Division B's contribution margin if transfers are made at the market price, and calculate the company's total contribution margin. (Enter negative amounts useeither a negative sign preceding the number eg -45 or parentheses eg (45).)Division B's contribution margin$ per unitCompany's total contribution margin$ per unitAssume that Division A can sell all its production in the open market. Should Division A transfer the goods to Division B? Yes/No?Assume that Division A can sell in the open market only 520 units at $1,530 per unit out of the 1,040 units that it can produce every month. Assume also that a 16%reduction in price is necessary to sell all 1,040 units each month.Compute the contribution margins under the following three different alternatives to support your decision. (Round intermediate calculations to 2 decimal places, e.g.125.25 and final answers to 0 decimal places, e.g. 125.)Alternative 1:Maintain price, no transfersSAlternative 2:Cut pr , no transfersS$Maintain price and transfersAlternative 3:Should transfers be made? Yes/No?If so, how many units should the division transfer and at what price? (If no transfer is necessary input 0 units at $0.)The division should transfer _________units at $____________

Transfer price is used for the internal transfer of intermediary products between different…

Twyla Company is a multidivisional company. Its managers have full responsibility for profits and complete autonomy to accept or reject transfers from other divisions. Division A produces a subassembly part for which there is a competitive market. Division B currently uses this subassembly for a final product that is sold outside at $2,410. Division A charges Division B market price for the part, which is $1,530 per unit. Variable costs are $1,120 and $1,170 for Divisions A and B, respectively. The manager of Division B feels that Division A should transfer the part at a lower price than market because at market, Division B is unable to make a profit. Calculate Division B's contribution margin if transfers are made at the market price, and calculate the company's total contribution margin. (Enter negative amounts use either a negative sign preceding the number eg -45 or parentheses eg (45).) Division B's contribution margin S per unit Company's total contribution margin S per unit Assume that Division A can sell all its production in the open market. Should Division A transfer the goods to Division B? Yes/No? Assume that Division A can sell in the open market only 520 units at $1,530 per unit out of the 1,040 units that it can produce every month. Assume also that a 16% reduction in price is necessary to sell all 1,040 units each month. Compute the contribution margins under the following three different alternatives to support your decision. (Round intermediate calculations to 2 decimal places, e.g. 125.25 and final answers to 0 decimal places, e.g. 125.) Alternative 1: Maintain price, no transfers S Cut price, no transfers $ Maintain price and transfers S Alternative 2: Alternative 3: Should transfers be made? Yes/No? If so, how many units should the division transfer and at what price? (If no transfer is necessary input 0 units at $0.) The division should transfer_units at S___

10th Edition

ISBN:9781259964947

Author:Libby

Publisher:Libby

Chapter1: Financial Statements And Business Decisions

Section: Chapter Questions

Problem 1Q