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Substitute the sustainable growth rate into the simplified AFN equation, set the AFN equal to zero, and solve AFN=0−(AT∗​×g∗)−(CLT∗​×g∗)−MST​(1+g∗)(RR)g∗−(SI​AT∗​​)−(Sl​CLI∗​​)−M(RR)M(RR)​​

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Final answer:

The student's question relates to substituting the sustainable growth rate into the AFN formula and solving for zero additional financing required. The sustainable growth rate reflects the rate at which a company can grow using its own earnings without relying on external financial resources. This is relevant in corporate finance for planning and managing a company's growth.

Step-by-step explanation:

The question involves the concept of calculating the sustainable growth rate in a financial context, specifically when determining the Additional Funds Needed (AFN). AFN is a formula used in corporate finance to estimate the additional financing required for a company to sustain its growth rate. The question asks to set the AFN formula to zero and solve for when there is no additional financing needed.

Setting the AFN to zero implies that the company can sustain its growth through its current operations without needing external financing. The sustainable growth rate formula can be integrated into the AFN equation, which includes factors like asset turnover (AT), current liability turnover (CLT), and the retention ratio (RR), considered in tandem with the desired growth rate (g).

To determine the equilibrium in macroeconomic terms, one would solve for national income (Y), using the equation Y = AE = C + I + G + X - M, where AE is aggregate expenditure, C refers to consumption, I to investment, G to government spending, X to exports, and M to imports.

The growth rate can also be computed using the formula Future Value = Present Value x (1 + g), where g represents the growth rate.

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