Cash flows It is typical for Jane to plan, monitor, and assess her financial position using cash flows over a given period, typically a month. Jane has a savings account and her bank loans money at per year while it offers short-term investment rates of . Jane's cash flows during August were as follows: LOADING a. Determine Jane's total cash inflows and cash outflows. b. Determine the net cash flow for the month of August. c. If there is a shortage, what are a few options open to Jane? d. If there is a surplus, what would be a prudent strategy for her to follow? a. Jane's total cash inflows are $ 4940 4940. (Round to the nearest dollar.)

A.

TOTAL CASH INFLOW $4,950

TOTAL CASH OUTFLOW $4,357

B. $593

C. First is for Jane to bring down her outflow

Secondly is for Jane to either make use of a credit card or request for loan.

D. Jane should make use of the short-term investment rates of 5 percent which was offered by the bank and secondly in a situation where she think or felt that the surplus cannot be enough for her to invest with Jane should go ahead and save the money.

Explanation:

a. Calculation to Determine Jane’s total cash inflows and cash outflows

TOTAL CASH INFLOW

Interest received $ 450

Salary4,500

TOTAL CASH INFLOW $4,950

TOTAL CASH OUTFLOW

Clothes-$1,000

Dining out-500

Groceries-800

Auto payment-355

Utilities-280

Mortgage-1,200

Gas-222

TOTAL CASH OUTFLOW $4,357

Therefore total cash inflow will be $4, 950 while total cash Outflow will be $4,357

b. Calculation to Determine the net cash flowfor the month of August using this formula

The Net cash flow =Total cash inflow - Total cash outflow

Let plug in the formula

Net cash flow =$4,950-$4,357

Net cash flow = $593

Therefore the Net cash flow will be $593

c. In a situation where there is a shortage, the few options that will be open to Jane will be:

First is for Jane to bring down her outflow

Second is for Jane to either make use of a credit card or request for loan.

d. In a situation where there is a surplus, what should be a prudent strategy for Jane is to follow:

Jane should make use of the short-term investment rates of 5 percent which was offered by the bank and secondly in a situation where she think or felt that the surplus cannot be enough for her to invest with Jane should go ahead and save the money.

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