Question: Rewrite the given equation without logarithms. Do not solve for x. log5 x + log5 (4x-1)=1 Rewrite the given equation without logarithms. ln x=2 Solve

  1. Rewrite the given equation without logarithms. Do not solve for x. log5 x + log5 (4x-1)=1
  2. Rewrite the given equation without logarithms. ln x=2
  3. Solve the equation. Whats the exact form. ln x=2
  4. Use properties of log to expand the log expression. Log (10y)
  5. Rewrite the given equation without logarithms. 8 ln (6x)=32
  6. Use properties of log to expand the log expression. ln[x^3 sqrt x^2+4/(x+4)^5]
  7. Use properties of logarithms to condense the logarithmic expression. Write the expression as a single logarithm whose coefficient is 1. 1/3[2ln(x+3)- ln x -ln(x^2-49)]

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