I have to find x! Can you help me lg= logarithm

I have to find x! Can you help me lg= logarithm

in 2000, a company had 1145 stores nationwide. By 2002, this total had grown to 1535. If the number of stores continues to grow exponentially at the same rate, how many stores will there be in 2016 Exponential...

Suppose a retired professor who lives next door offers to pay you to work for him for the next 30 days. He says he will pay you $500 per day (option 1), or if you would like, he will pay you $0.01...

Log11m^7-33=-20

Its equivalent logarithmic form is logbx=y b = x = y =

Having trouble solving equation

given that loga^2=0.693 , loga^6=1.792 , loga^5=1.609 find loga^60

Suppose that ln 2 = a and ln 5 = b. Use properties of logarithms to write each logarithm in terms of a and b. ln 10 ln7√20

15^9x=13^-x-7 write the exact answer using base -10 logarithm

So, in all, I'm really just asking how I would use log in general. (Please answer in a 'for dummies' format please! :) Not exactly the best with the vocabulary!) Due to some research, I've learned...

I have to expand and simplify the logarithm log2(8x)

e^2.4=11 write the equivalent logarithmic equation.

log x^(6/5)*y^(4/5) given that log x=2, log y =3. log 2 =0.3, and log 3=0.48 the answer is 24/5 but I dont know what to do after getting rid of the radical

The dollar value of two investments after t years is given by: f(t)=1800⋅1.055tf(t)=1800⋅1.055t g(t)=9500⋅1.041tg(t)=9500⋅1.041t Solve the equation f(t)=g(t)f(t)=g(t). What...

So there's this question. It's 1/2log(25)+log(4). Then we convert it to log(25^1/2) + log (4). But then the log converts to the square root of 25 from log(25^1/2). Why? And what does that...

On a graph, graph the function f(x)=a^x and g(x)=log sub a x when a=2, a=.5 and a=1. how many points of intersection does each value of a produce ?

The pH of a solution ranges from 0 to 14. An acid has a pH less than 7. Pure water is neutral and has a pH of 7. The pH of a solution is given by pH = - log x where x represents the concentration...

approximate logb 15b given that logb3≈2 and logb5≈5

How are they not equal to one another. Please explain why. Thank you!

Prove the quotient law of logarithms by applying algebraic reasoning.?