Respuesta :
This is an exponential function.Choose the starting number (.03) to put outside of the parentheses. Choose the constant increase (1.03) to go inside. Raise the entire equation to the 365th power.Â
.03(1.03)^365= 1454.4817
Round for the dollar amount. The answer is 1454.48
.03(1.03)^365= 1454.4817
Round for the dollar amount. The answer is 1454.48
Hello,
[tex]u_{1}=1=3^0\\ u_{2}=3^1\\ u_{3}=3^2\\ ... u_{365}=3^{364}\\ 1+3+3^2+3^3+....+3^{364}\\ =\frac{3^{365}-1}{3-1}\\ =7,0506308516907930802411236418579e+173 [/tex]
If you really ask the exact answer, as said "Fermat" i have not sufficient place in the marge to write the answer !
[tex]u_{1}=1=3^0\\ u_{2}=3^1\\ u_{3}=3^2\\ ... u_{365}=3^{364}\\ 1+3+3^2+3^3+....+3^{364}\\ =\frac{3^{365}-1}{3-1}\\ =7,0506308516907930802411236418579e+173 [/tex]
If you really ask the exact answer, as said "Fermat" i have not sufficient place in the marge to write the answer !