Quick ratio? Cash $100,000 Accounts receivable $357,000 Inventory $458,000 Current Liabilities $498,000 Long term debt $610,000 Equity $598,000
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- What is CFF (Cash Flow Financing), given:Accounts Payable 100,000Accrued Expenses 50,000Increase in Bonds Payable 300,000Decrease in Equity 75,000Dividends Paid 80,000What is the modified internal rate of return for the following cashflow? CF1 H CFo ($7,600,000) 23.14% 13.42% 19.84% 17.02% $2,800,000 i = 13% CF₂ $2,800,000 CF 3 ($1,700,000) CFA $4,550,000 CF5 $4,200,000Given the following information, compute the current ratio Cash $ 120,000 Accounts receivable 389,000 Inventory 495,000 Current liabilities 477,000 Long-term debt 611,000 Equity 567,000
- Calculate the quick ratio and indicate wheather the ratio is favorable or unfavorable. Current Liabilities $28,000,000.00 Cash: $27,000,000 Investments $36,000,000 Accounts Receibable $12,000,000.00 Due from other funds: $2,500,000.00What is the modified internal rate of return for the following cashflow? CFO ($8,350,000) O 12.63% O 21.17% O 18.71% O 10.56% CF₁ $4,200,000 i = 12% CF₂ $4,200,000 CF3 ($2,850,000) CF4 CF5 + H $4,800,000 $3,400,000Consider the Föllowing balance sheet Expected Balance Sheet for XYZ Bank Assets Yield Liabilities Cost Rate sensitive $ 1900 7% %$4 1300 9% Fixed rate $ 500 9% %$4 1900 6% Non earning $ 2700 %$4 800 Equity 1100 Total $ 5100 $ 5100 What is the Net Interest Income (NII)
- Consider the following timeline: Date Cash flow $100 OA. $627 OB. $482 OC. $600 OD. $964 2 $200 3 $300 If the current market rate of interest is 10%, then the present value (PV) of this timeline as of year 0 is closest to ICCESSBalance Sheet (dollars in thousands) and Duration (in years) Duration AmountT-bills. 0.5 $ 90T-notes 0.9 55T-bonds 4.393 176Loans 7 2,724Deposits. 1 2,092Fed. funds 0.01 238Equity 715What is the average duration of all the assets? What is the average duration of all the liabilities? What is the FI’s leverage-adjusted duration gap? What is the FI’s interest rate risk exposure? If the entire yield curve shifted upward 0.5 percent (i.e., ΔR/(1 + R) = 0.0050), what is the impact on the FI’s market value of equity? If the entire yield curve shifted downward 0.25 percent (i.e., ΔR/(1 + R) = −0.0025), what is the impact on the FI’s market value of equity?Calculate the proprietary ratio from the following information: Fixed Assets 12,80,000 Current Assets 7,20,000 8% Debentures 5,60,000 10% Mortgage loan 3,30,000 Bank overdraft2,20,000 Trade payabletrade 1,90,000
- Consider the following timeline detailing a stream of cash flows: Date 0 1 2 3 4 ? $5000 $6000 $7000 $8000 Cash flow If the current market rate of interest is 6%, then the present value (PV) of this stream of cash flows is closest to: A. $26,725 OB $22,271 C. $11,136 OD. $35,634ve What is the modified internal rate of return for the following cashflow? CFO ($8,250,000) 19.52% O 26.41% 32.11% O 14.03% CF₁ $4,950,000 i = 9% CF₂ H $4,950,000 CF 3 CF4 ($1,850,000) $4,550,000 CF5 H $2,850,000Liabilities Liquid assets Monthly credit payments Monthly savings $ 8,800 $ 5,000 24668 $ 150 Net worth Current liabilities Take-home pay Gross income $ 59, 000 $ 1,350 $ 2,600 2,900 a. Debt ratio b. Current ratio