Question Tag: Financial Calculations

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BMF – Nov 2020 – L1 – SA – Q16 – Basics of Business Finance and Financial Markets

Calculate the present value of N12,000 received in one year at a 5% time preference rate.

Assuming a 5% time preference rate, what is the present value of N12,000 received one year from now?
A. N11,428.80
B. N11,539.90
C. N12,428.80
D. N12,539.90
E. N13,528.80

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SCS – July 2023 – L3 – Q5a – International financial management

Calculate the group profits from the sale of HVSC based on the transfer price set at market price and 25% of Utopia's unit cost.

As the Head of Finance of SavvyTech plc, the Director of Finance and Operations has assigned you to use the forecast data (Table 8) and the “additional information” provided to calculate the following to support engagement by the management team with the Board.

Required:
Calculate the group profits to be realised from the sale of HVSC, if the transfer price for the component is set at its market price, which is GH¢26 per unit (total Ghana cost) plus 25% of Utopia’s unit cost.

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BMF – May 2021 – L1 – SA – Q17 – Investment Decisions

Calculates the present value of N120,000 received two years from now at a time preference rate of 6.5%.

Assuming a 6.5% time preference rate, what is the present value of N120,000 received two years from now?
A. ₦104,799.11
B. ₦105,799.11
C. ₦106,799.11
D. ₦107,799.11
E. ₦108,799.11

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BMF – May 2021 – L1 – SA – Q16 – Basics of Business Finance and Financial Markets

Determines the effective rate for an account that pays 9.0% interest compounded monthly.

What is the effective rate for an account that pays 9.0% compounded monthly?
A. 9.18%
B. 9.28%
C. 9.38%
D. 9.48%
E. 9.58%

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BMF – May 2021 – L1 – SA – Q15 – Basics of Business Finance and Financial Markets

Calculates the simple interest rate Blake will pay when borrowing N120,000 from Jerry and repaying N127,000 in 3 months.

Blake wants to borrow N120,000 from Jerry. Blake is willing to pay back N127,000 in 3 months, what simple interest rate will he pay?
A. 21.33%
B. 22.33%
C. 23.33%
D. 24.33%
E. 25.33%

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BMF – May 2021 – L1 – SA – Q14 – Basics of Business Finance and Financial Markets

Calculates the simple interest on a loan of N150,000 at 6% p.a. for 18 months.

Brown borrowed N150,000 at 6% p/a simple interest for 18 months, what is the value of interest due at the end of the period?
A. N13,200
B. N13,500
C. N13,800
D. N14,000
E. N14,200

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BMF – Mar July 2020 – L1 – SA – Q9 – Basics of Business Finance and Financial Markets

Calculating the effective interest rate for an account with quarterly compounding.

What will be the effective rate for an account that pays 8% compounded quarterly?
A. 5.21%
B. 6.24%
C. 7.21%
D. 8.24%
E. 9.21%

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BMF – Mar July 2020 – L1 – SA – Q8 – Basics of Business Finance and Financial Markets

Calculating interest earned on a deposit with compound interest.

What is the amount of interest earned on a deposit of N245,000 for 8.5 years at 5.50% compounded semi-annually?
A. N123,570
B. N133,680
C. N143,570
D. N153,680
E. N155,680

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QT – Nov 2016 – L1 – Q4c – Mathematics of Business Finance

Calculate the semi-annual sinking fund deposit required to repay a loan after 5 years.

Maame TorTor borrows GH¢3,000.00 and agrees to pay interest quarterly at an annual rate of 8%. At the same time, she sets up a sinking fund in order to repay the loan at the end of 5 years. The sinking fund earns interest at the rate of 6% compounded semi-annually.

Required:
Determine the size of each semi-annual sinking fund deposit. (5 marks)

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QT – Nov 2016 – L1 – Q4b – Mathematics of Business Finance

Calculate the monthly amortization payments, total interest, and equity for a house loan at 9% interest over 25 years.

Maame TorTor has just purchased a GH¢70,000.00 house and made a down payment of GH¢15,000.00.

Required:
i) Determine how much money is needed to amortize (i.e., pay monthly) the balance at a 9% interest rate compounded annually for 25 years. (5 marks)
ii) Determine the total interest for the 25 years. (2 marks)
iii) Determine after 20 years the equity she has in the house. (3 marks)

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BMF – Nov 2020 – L1 – SA – Q16 – Basics of Business Finance and Financial Markets

Calculate the present value of N12,000 received in one year at a 5% time preference rate.

Assuming a 5% time preference rate, what is the present value of N12,000 received one year from now?
A. N11,428.80
B. N11,539.90
C. N12,428.80
D. N12,539.90
E. N13,528.80

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SCS – July 2023 – L3 – Q5a – International financial management

Calculate the group profits from the sale of HVSC based on the transfer price set at market price and 25% of Utopia's unit cost.

As the Head of Finance of SavvyTech plc, the Director of Finance and Operations has assigned you to use the forecast data (Table 8) and the “additional information” provided to calculate the following to support engagement by the management team with the Board.

Required:
Calculate the group profits to be realised from the sale of HVSC, if the transfer price for the component is set at its market price, which is GH¢26 per unit (total Ghana cost) plus 25% of Utopia’s unit cost.

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BMF – May 2021 – L1 – SA – Q17 – Investment Decisions

Calculates the present value of N120,000 received two years from now at a time preference rate of 6.5%.

Assuming a 6.5% time preference rate, what is the present value of N120,000 received two years from now?
A. ₦104,799.11
B. ₦105,799.11
C. ₦106,799.11
D. ₦107,799.11
E. ₦108,799.11

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BMF – May 2021 – L1 – SA – Q16 – Basics of Business Finance and Financial Markets

Determines the effective rate for an account that pays 9.0% interest compounded monthly.

What is the effective rate for an account that pays 9.0% compounded monthly?
A. 9.18%
B. 9.28%
C. 9.38%
D. 9.48%
E. 9.58%

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BMF – May 2021 – L1 – SA – Q15 – Basics of Business Finance and Financial Markets

Calculates the simple interest rate Blake will pay when borrowing N120,000 from Jerry and repaying N127,000 in 3 months.

Blake wants to borrow N120,000 from Jerry. Blake is willing to pay back N127,000 in 3 months, what simple interest rate will he pay?
A. 21.33%
B. 22.33%
C. 23.33%
D. 24.33%
E. 25.33%

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BMF – May 2021 – L1 – SA – Q14 – Basics of Business Finance and Financial Markets

Calculates the simple interest on a loan of N150,000 at 6% p.a. for 18 months.

Brown borrowed N150,000 at 6% p/a simple interest for 18 months, what is the value of interest due at the end of the period?
A. N13,200
B. N13,500
C. N13,800
D. N14,000
E. N14,200

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BMF – Mar July 2020 – L1 – SA – Q9 – Basics of Business Finance and Financial Markets

Calculating the effective interest rate for an account with quarterly compounding.

What will be the effective rate for an account that pays 8% compounded quarterly?
A. 5.21%
B. 6.24%
C. 7.21%
D. 8.24%
E. 9.21%

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BMF – Mar July 2020 – L1 – SA – Q8 – Basics of Business Finance and Financial Markets

Calculating interest earned on a deposit with compound interest.

What is the amount of interest earned on a deposit of N245,000 for 8.5 years at 5.50% compounded semi-annually?
A. N123,570
B. N133,680
C. N143,570
D. N153,680
E. N155,680

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QT – Nov 2016 – L1 – Q4c – Mathematics of Business Finance

Calculate the semi-annual sinking fund deposit required to repay a loan after 5 years.

Maame TorTor borrows GH¢3,000.00 and agrees to pay interest quarterly at an annual rate of 8%. At the same time, she sets up a sinking fund in order to repay the loan at the end of 5 years. The sinking fund earns interest at the rate of 6% compounded semi-annually.

Required:
Determine the size of each semi-annual sinking fund deposit. (5 marks)

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QT – Nov 2016 – L1 – Q4b – Mathematics of Business Finance

Calculate the monthly amortization payments, total interest, and equity for a house loan at 9% interest over 25 years.

Maame TorTor has just purchased a GH¢70,000.00 house and made a down payment of GH¢15,000.00.

Required:
i) Determine how much money is needed to amortize (i.e., pay monthly) the balance at a 9% interest rate compounded annually for 25 years. (5 marks)
ii) Determine the total interest for the 25 years. (2 marks)
iii) Determine after 20 years the equity she has in the house. (3 marks)

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