Patrick and Brooklyn are making decisions on their bank accounts. Patrick wants to put money in an account that has a higher interest rate but only gains interest for a short period of time. Brooklyn wants to put the money in an account with a lower interest rate, but it gains interest for a longer period of time. Explain which method will result in more money.
WILL GIVE MEDAL AND FAN!!
kind of ambiguous you could try it with numbers
say they both invest \(\$1,000\)one at \(5\%\)for two years , one at \(3\%\) for five year
I'm confused on how to find which makes more money... so you just plugged in random numbers?
the \(5\%\) investment will give \[1000(1.05)^2\] and the \(3\%\) investment will give \[1000(1.03)^5\] see which is bigger
the question has no real answer since it does not say what "higher rate" means exactly, or what "longer" means either could go either way
so the one with the lower investment rate 3% would give $150 over 5 years to make the total $1,150. and the 5% investment would give $1,100 over 2 years. so the account with the lower investment rate, but longer investment time would bring in a greater value for the total revenue.
hold on
am i right?
\(3\%\) for five years gives this http://www.wolframalpha.com/input/?i=1000%281.03%29^5
\(5\%\) for two years gives this http://www.wolframalpha.com/input/?i=1000%281.05%29^2
you can compare which one is larger
3% for 5 years is bigger. so i was right just not exact.
right
thank you!!!
yw
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