Financial Math Answers

Glory bought a house for R1 800 000 she managed to secure a loan at an interest rates of 7,5% per year, compounded every four months for period of 30 years. If the periodic payments are R50 468.56, determine the outstanding balance at the end of 20 years

How much simple interest is payable on a loan of R40 000, borrowed for a period of 22 months at a simple interest rate of 10% per year

An investment with an initial outlay of R500 000 generates five successive annual cash inflows of R75 000, 

R190 000, R40 000, R150 000 and R180 000 respectively. The cost of capital K is 10% per annum.

The net present value (NPV) is approximately

An investment with an initial outlay of R500 000 generates five successive annual cash inflows of R75 000, 

R190 000, R40 000, R150 000 and R180 000 respectively. The cost of capital K is 10% per annum.

The net present value (NPV) is approximately

How much simple interest is payable on a loan of R40 000, borrowed for a period of 22 months at a simple interest rate of 10% per year?

Kgomotso bought a townhouse for R1 395 000. She managed to secure a loan at an interest rate of 11,35% per year, compounded every six months, for a period of 20 years. Determine the periodic payments Kgomotso must make

An investment with an initial outlay of R500 000 generates five successive annual cash inflows of R75 000, 

R190 000, R40 000, R150 000 and R180 000 respectively. The cost of capital K is 10% per annum.

The net present value (NPV) is approximately

A.R135 000.

B.−R135 000.

C.−R30 523.

D.R74 500.

An investment with an initial outlay of R500 000 generates five successive annual cash inflows of R75 000, 

R190 000, R40 000, R150 000 and R180 000 respectively. The cost of capital K is 10% per annum.

The internal rate of return (IRR) is

*A.

a.7,78%.

b.21,3%.

c.27,0%.

d.9,48%.

Gloria bought a house for R1 800 000. She managed to secure a loan at an interest rate of 7,5% per year, compounded every four months, for a period of 30 years. If the periodic payments are R50 468,56. Determine the outstanding balance at the end of 20 years

Gloria bought a house for R1 800 000. she managed tp secure a loan at an interest rate of 7.5% per year, compounded every four months, for a period of 30 years. if the periodic payments are R50 468.56. Determine the outstanding balance at the end of 20 years.