Answer:
Try going on D.e.s.m.o.s.c.o.m it worked for me when I had something like this
Step-by-step explanation:
GURL POWER
Answer:
728
Step-by-step explanation:
326
<u>402</u>
728
We need a photo to see what you are talking about. If possible, could you make a new question with the photo?
Best regards,
Soul
This formula is a little more complicated because we are compounding 2 times a year. The formula is: A(t) = P(1+[r/n])^(t)(n), where A(t) is the final amount, P is the initial investment, r is the rate, n is the NUMBER of times the interest compounds per year, and t is the time in years. Our particular formula would be filled in like this: A(t)= 100(1+[.045/2])^(10)(2). Simplify the fraction there first:
A(t) = 100(1+.0225)^(10)(2). Then inside the parenthesis: A(t)=100(1.0225)^(10)(2). Now multiply the 10*2 to get A(t)=100(1.0225)^20. Take 1.0225 to the 20th to get A(t)=100(1.5605) and finish by multiplying that result by 100: A(t) = $156.05. Usually it's the "n" that throws people off; they are not sure which formula to use for it or they use the wrong value.