TASA PROMEDIO DE INFLACION DE 2019 A 2023 TASA DE PROMEDIO DE CRECIMIENTO DEL PIB REAL DE 2019 A 2023

Suppose that \( \$ 1600 \) is invested at an interest rate of \( 1.5 \% \) per year, compounded continuously. After how many years will the initial investment be doubled? Do not round any intermediate computations, and round your answer to the nearest hundredth. \( \square \) years

Question 1:Which is an example of skimming?A. Money from sales is stolen before it gets recorded.B. Illegal money is rendered legal in a three-step process.C. There is a pyramid of investors in which lower rungs pay for investment returns on higher ones, while the criminal siphons money.D. A ghost employee is created to defraud payroll.Question 2:Which is an example of fraudulent bookkeeping on the income side?A. A ghost employee is created to defraud payroll.B. A customer is billed for a service or product, but it gets recorded in the ledger at a lower amount.C. A fake invoice is submitted and paid.D. Illegal money is rendered legal in a three-step process.Question 3:Which is an example of expense fraud?A. Money from sales is stolen before it gets recorded.B. The business underreports cash sales.C. A ghost employee is created to defraud payroll.D. A customer is billed for a service or product, but it gets recorded in the ledger at a lower amount.

\begin{tabular}{l} 3.3 Jan borrowed R10 000 from the bank at 9,5\% compound interest p.a. for 3 years. \\ 3.3.1 How much money must Jan pay back after 3 years? \\ Answer: \\ \hline\end{tabular}

When a seller uses group pricing, menbers of the same group pay a price above their marginal benefit. an individually negotiated price. ane same price for a product. an escalating price.

If the rate of inflation is \( 3.7 \% \) per year, the future price \( p(t) \) (in dollars) of a certain item can be modeled by the following exponential function, where \( t \) is the number of years from today. \[ p(t)=400(1.037)^{t} \] Find the price of the item 4 years from today and 9 years from today. Round your answers to the nearest dollar as necessary. Price 4 years from today: s 9 years from today: