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Q:
Interés Compuesto VP = F / (1+i) Ejemplo: ¿Cuánto debo invertir en la misma fiducia anterior si quiero retirar \$1.000.000 en 12 meses (i=1,5\% mes)? Interés Compuesto Despejando para i i = (F / P) \( { }^{1 / n}-1 \) Ejemplo: ¿Qué tasa de interés mensual triplica una inversión en un año?
Q:
dicaciones: Resuelve los siguientes problemas aplicando las leyes de los signos Doña Carmen ha realizado los siguientes movimientos financieros en la tienda de la esquina. El lunes le fiaron 210 pesos, el martes le fiaron 175 pesos, el miércoles le fiaron 320 pesos, el jueves abonó 250 pesos, el viernes le fiaron 110 pesos. Si el sábado debe liquidar toda la deuda. ¿Cuánto dinero deberá pagar Doña Carmen?
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What is the amount of the sales tax on the digital camera? Base Cost * Tax Rate = Tax Amount \( \$ 120.00 * \square \)
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4.2 Kenny invests a certain amount of money at \( 7,2 \% \) p.a. compound interest. After how many years would the amount have doubled?
Q:
4.2 Convert an effective interest rate of \( 10 \% \) per annum, compounded monthly, to the nominal interest rate, compounded semi-annually.
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According to Okun's law, if the unemployment rate goes from \( 7 \% \) to \( 4 \% \), what will be the effect on the GDP? A. It will decrease by \( 3 \% \). B. It will increase by \( 3 \% \). C. It will increase by \( 9 \% \). D. It will decrease by \( 9 \% \).
Q:
Last year, a janitorial supervisor had a gross income of \( \$ 34,100 \), of which he contributed \( 8 \% \) to his \( 401(\mathrm{k}) \) plan. If he got paid bimonthly, how much was deducted from each paycheck for his \( 401(\mathrm{k}) \) plan? A. \( \$ 113.67 \) B. \( \$ 227.33 \) C. \( \$ 389.71 \) D. \( \$ 52.46 \)
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Question 10 of 10 Last year, a janitorial supervisor had a gross income of \( \$ 34,100 \), of which he contributed \( 8 \% \) to his \( 401(\mathrm{k}) \) plan. If he got paid bimonthly, how much was deducted from each paycheck for his \( 401(\mathrm{k}) \) plan? A. \( \$ 113.67 \) B. \( \$ 227.33 \) C. \( \$ 389.71 \) D. \( \$ 52.46 \) SUBMIT
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QUESTION 8 8.1 \( \begin{array}{l}\text { Determine the effective interest rate per year if an investment earns } 9,5 \% \text { interest per } \\ \text { year compounded monthly. }\end{array} \)
Q:
Uma fábrica de circuitos para telefones celulares tem custo fixo para funcionar de US\$ 10000 e um custo de US\$ 4 para produzir cada unidade, que são vendidas a um preço de US\$ 8 por unidade. Quando a fábrica vende 2500 circuitos produzidos alcança o lucro máximo. Selecione uma opção: a. FALSO b. VERDADEIRO
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