ANSWER:-
1. The minimum transfer price would be the variable cost per widget that is $1.55 and the maximum transfer price would be the price at which the widget is available in the ope market that is $3.30.
Minimum Transfer prices = $1.55
Maximum Transfer prices = $3.30
2.
Market price of 150,000 widgets = $1.55 x 150,000
= $232,500
Transfer price of 150,000 widgets = $3.30 x 150,000
= $495,000
Profit to the company = $232,000 - $495,000
= $-263,000
3. If the transfer price is set at $3.30, Division A would not make any profit because that would be trasferring the widgets at its variable cost.
Variable cost per widget = $3.30
Transfer price = $3.30
Profit to Division A = $3.30 - $3.30
= $0
4. If the widgets are transferred at a price of $1.55 from Division A to B, Division A will make a profit of $3.30 per widget that is the difference between the transfer price of a widget and the variable cost per widget.
Therefore, when 150,000 widgets are transferred at $1.55 from Division A to Division B, total profit to Divsion A would be $-263,000 ($3.30 x150,000).
Transfer price = $3.30
Price in open market = $3.30
Savings to Division B = $3.30 - $3.30
= $0
5.Transfer price recommend split difference = $3.30+$3.30/2
=$4.95
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