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The following unit-based profit functions were for X Company's only two products, A and B, in 2020: Product A: P A = $2.57X A -
The following unit-based profit functions were for X Company's only two products, A and B, in 2020: Product A: PA = $2.57XA - $37,000 Product B: PB = $4.99XB - $70,000 In 2020, unit sales of A were 23,000, and unit sales of of B were 16,000. Assume the product mix in 2021 remains the same as in 2020, how many total units must be sold in 2020 in order for X Company to earn profit of $47,000 [round the weighted average contribution margin per unit to two decimal places]?
A: 14,189 | B: 20,575 | C: 29,833 | D: 43,258 | E: 62,725 | F: 90,951 |
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