Question

which of the following is true for calculating the present value of multiple cash flows? the pv of multiple cash flows is the sum of the fv of each individual cash flow multiplied by the interest rate. all of the cash flows must be discounted to the same point in time. it is more complex to find the pv of annuities than the pv of irregular cash flows. you can only find the pv of multiple cash flows if they originate at the same time.

Explanation:

• Analyze each option:
• First option: PV of multiple cash flows is not sum of FV of each cash flow times interest rate. PV involves discounting, not using FV and interest rate in that way. Eliminate.
• Second option: To calculate present value of multiple cash flows, all cash flows must be discounted to the same point in time (usually the present) to be summed. This is a key principle in time - value of money for multiple cash flows.
• Third option: Calculating PV of annuities (with regular cash flows) is generally simpler than PV of irregular cash flows (which require discounting each cash flow separately). So this statement is false. Eliminate.
• Fourth option: Multiple cash flows can originate at different times, and we discount each to the present (same point in time) to find PV. So this statement is false. Eliminate.

Answer:

The option "All of the cash flows must be discounted to the same point in time." (the second option in the list of choices)