If $13,300 is invested at 3.7% interest compounded semi-annually, how much will the investment be worth in 18 years? A. $25,730.54 B. $25,808.47 C. $25,861.09 D. $25,578.16
\[I = P(1 + \frac rn)^{nt}\]
Where: P = Principal r = rate in decimals n = number of times compounded a year t = number of years
so wat may be the answer
You're gonna have to plug the values into the formula.
I can't just give you the answers.
I = 13300(1 + 0.037/2)^36 Can you solve it now?
yes
ican't resolve it i dont have parenthesis
Just do what's in the parentheses first. I = 13300(1 + 0.037/2)^36 I = 13300(1 + 0.0185)^36 I = 13300(1.0185)^36 Now just plug in 1.0185^36 and then multiply that by 13300
omg is too complicated
It's not complicated at all. It just looks complicated.
idk man or girl about this problem
Do you have a scientific calculator?
no i dont
thats why
Do you have a regular calculator?
yeah in the computer
Just multiply 1.9346268 by 13300 using the calculator on your computer.
Post your answer on here.
is a
25730.53
Yes.
alright thank u :) i will looking for u if i need ur help :)
Anytime :)
:)
I believe that it's C.
really ah ok
Rudolph's average balance checking account pays simple interest of 8.4% annually, and he made $6.93 in interest last month. What was Rudolph's average balance last month? A. $9900.00 B. $99.00 C. $9.90 D. $990.00
whbu this one
I'm not completely sure, but I think that it's D. I gotta go, so ask someone to double check my work.
Pablo deposited $57 into a savings account for which interest is compounded quarterly. According to the Rule of 72, what interest rate will cause his money to double in approximately 44 years? this one A. 1.3% B. 0.8% C. 0.6% D. 1.6%
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