If x=loga(bc), y=logb(ca), and Z=logc(ab).

  1. If X=loga(n), y=logc(n) where nis not equal to one . Prove that x-y/x+y=logb(c)-logb(a)/logb(c)+logb(a)
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    2. Joel asked by Joel
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  2. If x=loga(bc), y=logb(ca), and Z=logc(ab). Prove that x+y+Z=xyZ-2
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    2. Abass asked by Abass
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  3. Which of the following is not a property of logarithms?A. log(A - B) = logA/logB B. logA + logB = logAB C. xloga = loga^x D.
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    2. Pat asked by Pat
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  4. 7. If logb(a)⋅logc(a)⋅logc (b) = 25 and a2/c2 = ck, what is the sum of all possible values of k?
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    2. Eric asked by Eric
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  5. #4. Express the logarithm in terms of log2M and log2N:log2 1/MN #5. Simplify: log4 3 - log4 48 #6. Solve the equation: loga x =
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    2. AM asked by AM
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  6. Change of Base Formulalogb x = loga x/loga b to evaluate log14 41. (Round your answer to three decimal places.) i need a step by
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    2. Emma asked by Emma
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  7. Assume that x, y, and b are positive numbers. Use the properties of logarithms to write the expression logb ^8xy in terms of the
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    2. Jessica Maths asked by Jessica Maths
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  8. Solving the equation C = Ba ^ (t/D) - K for t using logarithms with base a gives you:A. D loga (C/B +K) B. loga (D(C+K)/B) C.
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    2. qwerty asked by qwerty
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  9. if loga(b)=1/48 what is the value of logb(a^2) ?
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    2. Tony asked by Tony
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  10. of a^2+b^2=2ab, prove log[(a+b)/2]=1/2(loga+logb)
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    2. Anonymous asked by Anonymous
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