Using the financials for Starbucks 2016(DATA ATTACHED), which you have, calculat
ID: 2581787 • Letter: U
Question
Using the financials for Starbucks 2016(DATA ATTACHED), which you have, calculate the NPV and IRR of opening a new store. Make whatever assumptions you need to calculate the cash flow. Discount the cash flows at the WACC you already calculated for Starbucks.(WACC=5.65%)
Use the Starbucks 2016 financials to calculate the cash flow to be obtained in first ways, for both ways use 25,000 stores:
1-Subtract the depreciation and amortization expense from the total operating expense.
2-Subtract the result obtained in part 1 from the total net revenues.
3-Consider the average Starbucks store to cost $500,000, calculate the depreciation for this store over 15 years.
4-Calculate the cash flows per store with these measures
5-Using the WACC you already have, calculate the NPV and IRR for a store over 15 years. Suppose the cash flow does not vary over time.
Explanation / Answer
WORKING NOTE:
Total outflows: $ Capital cost of opening a store 500,000 Inflows: 1 a)Let us first calculate the operating cash flow inflow per year per store: Cash flow from operations for 25000 stores 4,575,100,000 Estimated Operating cash flow from one store 183,004 (4575100000/25000) Note: Cash flow from investing & Financing activities are ignored for this calculation as Cost of opening a store is given. It is assumed that apart from this capital cost of 500000, there is no other incremental financing and investing cost/cashflow. WACC 5.65% Present value annuity factor of 5.65% for 15 years 9.93827 Therefore, PV of operating cash flow (inflow) $ 1,818,743 (183004*9.93827) Net Present value = PV of cash inflows-PV of cash outflows = 1818743-500000= 1,318,743 2 Calculation of IRR: IRR can be calculated by trial and error method, using the cashflows as above. At IRR, both cash outflows & inflows will be equal. As given in the working, at 35%, the total inflows is 517069, which is above cash outflow At 37%, the cash infows works out to 490205, which is lesser than the cash outflow of 500000 Hence, the IRR is in between 35% & 37% IRR = R1+((NPV1*(R2-R1))/(NPV1-NPV2) 0.362707713 Where, R1 is the lower rate (35%) NPV1, is the npv at lower rate NPV2, is the npv at higher rate IRR = 0.35+((17069*(0.37-0.35)/(17069-(-9795)))) Therefore, IRR=36.27%Related Questions
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