Brenda invests $4,848 in a savings account with a fixed annual interest rate of 5% compounded 2 times per year. What will the account balance be after 6 years?
What is $6,520.02
200
log2(1/8)
What is -3
200
What is the inverse of y=log2x3
What is y=2x/3
200
Solve 5x+1=(1/25)
What is x=-3
200
Solve log14(6x-1) = log14(v2-17)
What is x=8
200
Jasmine invests @2,658 in a retirement account with a fixed annual interest rate of 9% compounded continuously. What will the account balance be after 15 years?
What is $10,253.04
300
log42
What is (1/2)
300
Find the inverse of y=10x
What is y=log10x
300
Solve 10x=74, round to the nearest ten-thousandths
What is 1.8692
300
solve log x - log 2 = 1
What is x=20
300
John invests a sum of money in a retirement account with a fixed annual interest rate of 2.63% compounded continuously. After 15 years, the balance reaches $1,912.41. What was the amount of the initial investment?
What is $1,289
400
log7(1/343)
What is -3
400
Find the inverse of y=3x+4
What is y=log3(x-4)
400
Solve -10*8-5x=-81
What is -0.2012
400
Solve log 3x2 - log 3 = 2
What is x = 10, -10
400
Henry invests $8,589 in a retirement account with a fixed annual interest rate of 7% compounded continuously. How long will it take for the account balance to reach $21,337.85?
What is 13 years.
500
log25(1/5)
What is -1/2
500
Find the inverse of y=4(x/2)
What is y=2*log4x
500
Sovle -4*e2.2x-7+1=-59
What is x = 4.4128
500
Solve ln (5-2x) +ln 9 = 4
What is x = -0.5332
500
An $1,000 investment is made in a trust fund at an annual percentage rate of 12%, compounded monthly. How long will it take the investment to reach $2,000? (Answer needs to be in number of years and months)