What is the likely outcome if your account balance remains constant throughout the month? You are saving consistently. Your spending equals your income. You are facing financial instability. You are investing wisely.

(Ucsal-BA) Uma pessoa tomou empres- tada a quantia de R\$ 1200,00 e vaì de- volvê-la com juros que totalizam R\$ 750,00 . O pagamento será feito em 10 prestaçòes, sendo cada uma delas maior que anterior em R\$ 10,00 . O valor da primeira prestação deverá ser: \( \begin{array}{ll}\text { a) R\$ } 130,00 & \text { d) R\$ } 160,00 \\ \text { b) R\$ } 140,00 & \text { e) R\$ } 170,00 \\ \text { c) R\$ } 150,00 & \end{array} \)

Use your calculator to find the following to two decimal places. a) \( 13200\left(1+\frac{0.05}{4}\right)^{4.30}= \) b) \( 19900 e^{0.02 \cdot 27}=34148.54 \) Question Help:

4 Berechne, welches Anfangskapital angelegt wurde. \( \begin{array}{lll}\text { a) Zinssatz: } 1,2 \% & \text { b) Zinssatz: } 1,1 \% & \text { c) Zinssatz: } 0,9 \% \\ \text { Laufzeit: } 3 \text { Jahre } & \text { Laufzeit: } 8 \text { Jahre } & \text { Laufzeit: } 5 \text { Jahre } \\ \mathrm{K}_{3}: 518,22 € & \mathrm{~K}_{8}: 2182,93 € & \text { K }_{5}: 8889,45 €\end{array} \)

Suppose that a new job has a starting salary of \( \$ 53000 \) and a \( 2.1 \% \) raise per year. What will be the annual salary after 6 years? Round your answer to two decimal places. Question Help: Written Example Submit Question

\( B=\frac{D\left(\left(1+\frac{r}{n}\right)^{n \cdot t}-1\right)}{\frac{r}{n}} \) Here are the values you identified for each variable: \( D=150 \) \( r=0.08 \) \( n=12 \) \( t=10 \)