Solving Logs and Exponents
log100,000
5
log(base 4)(x)=7
4^7=x
ln(e)^3
3
log10+log100
3
log(base x)(71)=301
x^301=71
write as sum or difference of logarithms
log(10/30)
log(10)-log(30)
$12,000 is invested into a company that earns a 3.2% interest compounded continuously. How many years will it take to get to $18,000.
12.67 years
10^1=x
log(x)=1
ln(x-1)+ln(x+1)-2ln(x^2-3)
ln(x^2-1)/(x^2+3)^2
3log(2x-1)=10
x=1077
P^x=y
log(base P)(y)=x
logbase5(7)
1.2091
f(x)=ln(2x-3)+1
x= 1/2e + 3/2
log(base 12)(x)=1/60
12^1/60=x
ln(sqrt x+3 3rdrtx-4)/(x+1)^4
write as sum or difference of Logarithms
ln(x1/2+3)+ln(x1/3-4)-4ln(x+1)