Why does the base "b" not matter in the "change of base" logarithm equation? - Mathematics Stack Exchange
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The value of log of b to the base a=3/2 and the value of log of d to the base c=5/4. If a,b,c,d are positive integers and a c=9, find the value
Lesson 4 - Algebra 2 Review
Logarithms
![Let a and b be real numbers greater than 1 for which there exists a positive real number c, different from 1, such that 2[logc(base=a) + logc( base=b)] = 9logc(base=ab) Find the largest](https://mypat-community-images-prod.s3-us-west-2.amazonaws.com/web/5ace602f9fe7b01d581e2e4e1526462492910.Capture.PNG "Let a and b be real numbers greater than 1 for which there exists a positive real number c, different from 1, such that 2[logc(base=a) + logc( base=b)] = 9logc(base=ab) Find the largest")
Let a and b be real numbers greater than 1 for which there exists a positive real number c, different from 1, such that 2[logc(base=a) + logc( base=b)] = 9logc(base=ab) Find the largest
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SOLVED: Explain how to solve 2^(x + 1) = 9 using the change of base formula log base b of y equals log y over log b. Include the solution for x
algebra precalculus - Taking the logarithm of both sides of $x=(ab/b)^y$ - Mathematics Stack Exchange
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