Convert this log statement to exponential form:
Log2 32 = 5
What is 2^5 = 32
100
log (base B) A = log A / log B
What is how to evaluate a log statement that is not in base 10?
100
4^x=64
What is 3?
100
log (4x-3) = log 19
What is 11/2
100
the amount Rico must pay back if $25,000 is borrowed at 12% for 6 years if it's compounded monthly
What is $51,177.48?
200
Convert this to logarithmic form:
4^5=1024
What is log (base 4) 1024 = 5
200
log (base 4) 9
What is 1.585
200
3^x = 21
What is 2.771
200
log (base 6) (x/2 - 4)= log (base 6) 25
What is 58?
200
The amount in Brenda's account after 30 years if she invests $50,000 at 4% and it's compounded continuously.
What is 166,005.85?
300
Convert to exponential form:
log (base 3) 81 = 4
What is 3^4 = 81
300
log (base 8) 8^5
What is 5?
300
7=2^(3x)
What is 0.936
300
log x + log (x + 4) = log 12
What is 2?
300
The amount of interest Rico pays if he borrows $180,000 for a house. The terms of the loan include a 4.75% interest rate, compounded quarterly, for 30 years.
What is $562,158.11?
400
Convert 2 to a log statement if the base is 3.
What is 2 = log (base 3) 9.
400
log (base 3) 8
What is 1.893
400
2^(x+4)=5^(x-1)
What is 4.782
400
log 5 - log (2x - 1) = 1
What is 3/4?
400
T-Boy saves $25,000 at an annual interest rate of 2.5%. Find the amount of the investment at the end of 40 years if the interest is compounded continuously.
What is $67,957.05?
500
Convert 5 to a log statement if the base is 6.
What is 5 = log (base 6) 7776
500
log (base e) 10
What is 2.303
500
7^(x/2)=5^(1-x)
What is 0.623
500
log (base 5) x + log (base 5) (x + 24) = 2
What is 1?
500
T-Boy saves $25,000 at an annual interest rate of 2.5%. Find the amount of the investment at the end of 40 years if the interest is compounded semi-annually.