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Could you please answer these questions. Thanks Yu'llu J '1 man m} Motor Mobile Enterprises (MME) designs, manufactures and sells speciality motion control components for

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Could you please answer these questions. Thanks

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Yu'llu J '1" man m} Motor Mobile Enterprises (MME) designs, manufactures and sells speciality motion control components for use in specic medical robotic equipment. MME has two manufacturing divisions: 0 motor division 0 medical applications division. The motor division produces electric motors, 10 per cent of which are sold to the medical applications division of MME. Eighty percent (80%) of motors are sold to outside customers. MME treats both divisions as investment centres and allows division managers to choose their sources of sale and supply. The motor division's estimated sales and standard cost data for the year ending 31 December, based on the capacity of 100 000 units, are as follows: To the medical applications To outside customers division $250 000 $ 4 000 000 Variable manufacturin; costs 225 000 l 800 000 - The medical applications division can purchase its requirement from an outside supplier for $45 per unit. The medical application division incurs further manufacturing processing cost of $15 per motor. The medical application division sells its nished products for $90 per unit (per motor) and incurs variable selling cost of $2 per unit. Required: answer each of the following independent questions. (i) Describe the likely reaction of divisional managers towards the transfer. Show the computation of both maximum and minimum transfer prices. (2.5 marks) (ii) Describe the likely reaction of divisional managers towards the transfer, if the motor division could sell all 100 000 motors to external customers. Show the computation of both maximum and minimum transfer prices. (2.5 marks) (iii) Describe the likely reaction of divisional managers towards the transfer price, if the motor division has an opportunity to sell the 20 000 motors (total spare capacity) to a new outside customer for $45 per unit. Show the computation of both maximum and minimum transfer prices

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