Question
Balton Limited produces a single product known as Bolt in two branches X and Y the following trading results for two months are given for
Balton Limited produces a single product known as Bolt in two branches X and Y the following trading results for two months are given for the two branches in two months.
June 2005 July 2005
Branch X:
Sales Units 810 960
Value GH583,200 GH691,200
Cost of sales GH561,600 GH615,600
Profit GH21,600 GH75,600
Branch Y:
Sales Units 780 830
Value GH561,600 GH591,600
Cost of sales GH512,000 GH532,000
Profit GH49,600 GH65,600
Required
- Calculate for each of the branches the number of units to be sold to
- Break even
- Make a profit of GH144,000 per month
- State which branch would suffer the larger loss if sale fall by 100 units below it break even point.
Balton Limited produces a single product known as Bolt in two branches X and Y the following trading results for two months are given for the two branches in two months.
June 2005 July 2005
Branch X:
Sales Units 810 960
Value GH583,200 GH691,200
Cost of sales GH561,600 GH615,600
Profit GH21,600 GH75,600
Branch Y:
Sales Units 780 830
Value GH561,600 GH591,600
Cost of sales GH512,000 GH532,000
Profit GH49,600 GH65,600
Required
- Calculate for each of the branches the number of units to be sold to
- Break even
- Make a profit of GH144,000 per month
- State which branch would suffer the larger loss if sale fall by 100 units below it break even point.
Balton Limited produces a single product known as Bolt in two branches X and Y the following trading results for two months are given for the two branches in two months.
June 2005 July 2005
Branch X:
Sales Units 810 960
Value GH583,200 GH691,200
Cost of sales GH561,600 GH615,600
Profit GH21,600 GH75,600
Branch Y:
Sales Units 780 830
Value GH561,600 GH591,600
Cost of sales GH512,000 GH532,000
Profit GH49,600 GH65,600
Required
- Calculate for each of the branches the number of units to be sold to
- Break even
- Make a profit of GH144,000 per month
- State which branch would suffer the larger loss if sale fall by 100 units below it break even point
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