Oriole Industries sells two electrical components with the
following characteristics. Fixed costs for the company are $490,000
per year.
XL-709 |
CD-918 |
|||
Sales price | $33.00 | $48.00 | ||
Variable cost | 29.00 | 40.00 | ||
Sales volume | 98,000 units | 147,000 units |
How many units of each product must Oriole Industries sell in order to break even?
Calculating Break Even in Units:-
Break Even in Units={Fixed Costs/(Sales price per unit - Variable Cost per unit)}
Calculating Break Even in Units for XL - 709:-
Break Even in Units={$490,000/($33-$29)}
=($490,000/$4)
=122,500 Units
Calculating Break Even in Units for CD - 918:-
Break Even in Units={$490,000/($48-$40)}
=($490,000/$8)
=61,250 Units
So Oriole Industries must sell 122,500 units of XL - 709 and 61,250 units of CD - 918 product.
Oriole Industries sells two electrical components with the following characteristics. Fixed costs for the company are...
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Current Attempt in Progress Oriole Industries sells two electrical components with the following characteristics. Fixed costs for the company are $364,000 per year. Sales price Variable cost Sales volume XL-709 $35 29 98,000 units CD-918 $48 40 245,000 units (a) How many units of each product must Oriole Industries sell in order to break even? (Round answers to 0 decimal places, eg. 5,275.) XL-709 CD-918 Break even units e Textbook and Media Save for Later Attempts: unlimited Submit Answer
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