Self$-$Supporting Growth Rate

Maggie's Muffins Bakery generated $$2$ million in sales during $2021,$ and its year$-$end operating assets were $$1\mathrm{.}3$ million. Also, at year$-$end $2021,$ current

liabilities were $$1$ million, consisting of $$300,000$ of notes payable, $$500,000$ of accounts payable, and $$200,000$ of accruals. Looking ahead to $2022,$ the

company estimates that its operating assets must increase at the same rate as sales, its spontaneous liabilities will increase at the same rate as sales its

profit margin will be $5\%,$ and its payout ratio will be $50\%.$ How large a sales increase can the company achieve without having to raise funds externally$-$

that is$,$ what is its self$-$supporting growth rate? Do not round intermediate calculations. Enter your answer for sales increase in dollars. For example, an

answer of $$2$ million should be entered as $2,000,000.$ Round the monetary value to the nearest dollar and percentage value to one decimal place.

Sales can increase by $

$181,818.,$ that is by

$\%.$

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