cut off text says (round the weighted average contribution margin rate to two decimal places)

The following revenue-based profit functions are for X Company's only twe products, A and B, last year: Product A:PA=0.25RA530,000 Product b: Pn=0.43sen562,000 Revenue trem saies of A was 5300,000 , and revenue from sales of of B was $100,000. Assuming there is no change in the product mix, what must total revenue be next year in order for x Company to earn profit of $50,000 tround the weighted average contribution margin rase to twe cecimal places]? The following revenue-based profit functions are for X Company's only two products, A and B, last year: Product A1PA=0.28RA$30,000 Product B:PB=0.43RB$62,000 Revenue from sales of A was $300,000, and revenue from sales of B was $180,000. Assuming there is no change in the product mix, what must total revenue be next year in order for X Company to earn profit of $50,000 rate to two decimal places]? \begin{tabular}{|l|l|l|} \hline & C:$289,450 \\ \hline Tries 0/99 & \end{tabular}