Financial problems quiz trivia. There are a lot of math problems involved in the finance discipline. Do you know how to find the interest charged on different loans and deposits or amounts to invest so as to get a certain income? The quiz below is designed to help see just how good you are when it comes to solving some of them. Be sure to check out other quizzes just like it when done.
Single Payment: A = P(1+i)^ n
Multiple Payments: Solve for Payment(PMT) amount using the FUTURE VALUE EQUATION
Multiple Payments: Solve for Payment(PMT) amount using the PRESENT VALUE EQUATION
Multiple Payments: FUTURE VALUE EQUATION
Single Payment: 40,000 = P(1+i)^ n
Single Payment: A = 40000 (1+i)^ n
Multiple Payments: PRESENT VALUE EQUATION
Single Payment: in which the unknown is "A = 2000" in A = P(1+i)^n
Single Payment: in which the unknown is "P = 2000" in A = P(1+i)^n
Multiple Payments: Future Value Equation
Multiple Payments: Present Value Equation
Single Payment: A = P(1 + i)^n
Multiple Payments: Future Value Equation: in which FV = 9000 and you solve for the exponent "t"
Multiple Payments: Future Value Equation in which PMT = 300 and you solve for FV
Single Payment: A = Pe^(rt)
Single Payment: A = P(1+i) n
Multiple Payments: Future Value Equation
Single Payment: A = Pe^(rt)
Multiple Payments: Present Value Equation
Single Payment: A = P(1+i)^n P = $2795, A = ?
Multiple Payments: Future Value Equation
Single Payment: A = Pe^(rt) P = $2795, A = ?
Multiple Payments: Present Value Equation
Single Payment: A = Pe^(rt)
Single Payment: A = P(1 + +i) ^n
Multiple Payment: Future Value: Solve for FV
Multiple Payment: Present Value: Solve for PV
$45.00
$2,789.00
$3,000.00
$12,000
Multiple Payments: Future Value; Solve for FV
Single Payment: Solve for A in A = P(1 + i)^n
Multiple Payments: Present Value: Solve for PV
Multiple Payments: Future Value; Solve for PMT
Multiple payments with FV equation and solve for PMT with FV = 40000
Single Payment with A = Pe^(rt) and P = 40000
Multiple payments with PV equation and solve for PMT with PV = 40000 and
Single payment with A = P(1 + i)^n and A = 40000