text: # Algebra 2
  
  posted by .
  
  Use the laws of logarithms to condense the following expressions.
  log base 3 of 2 + 2 log base 3 of x
  
  • Algebra 2 -
  
  log2 + log(x^2) = log(2x^2)
  use whatever base of logs you choose; the laws remain the same.
  
  ## Respond to this Question
  
   First Name School Subject Your Answer
  
  ## Similar Questions
  
  1. ### Logarithms
  
  CONDENSE INTO THE LOG OF A SINGLE QUANTITY: (1) Base 7 2/3 log( z - 2 ) (2) 2 ln8 + 5 ln( z - 4 ) (3) Base 4 1/2 [ log( x + 1 ) + 2 log( x - 1 ) ] + 6 logx
  2. ### math(Please help)
  
  1) use the properties of logarithms to simplify the logarithmic expression. log base 10 (9/300) log - log 300 log 9 = 2 log 3 log 300 = log 3 + log 100 = log 3+2 I just do not know how to put these together now!
  3. ### Algebra 2
  
  Condense the expressions 1) 10 log x + 2 log 10 2) 1og base 5 of 8 - log base 5 of 12 Can you please explain to me how do you condense these expressions?
  4. ### Pre-Calculus
  
  Laws of Logarithms Without using a calculator use the change of base rule to evaluate 1. a) log(subscript8)32(hint use base 2) =log(subscript2 32)/log(subscript2 8) = 5/3 b) log(subscript36)1296. This one doesnt even give you a hint, …
  5. ### math
  
  Use the Laws of logarithms to rewrite the expression log(base 2)(11x(x-9)) in a form with no logarithm of a product, quotient or power. After rewriting we will have: log(base 2)A+log(base 2)x+log(base 2)f(x) What is A and what is f(x)?
  6. ### Algebra 2
  
  Use the laws of logarithms to condense the following expressions. log base 5 of 6 - log base 5 of x
  7. ### Algebra 2
  
  use the laws of logarithms to expand the following expressions log base 2 of xãy
  8. ### Algebra 2
  
  -Explain the difference between log base b (mn) and ( log base b of m)(log base b of n). Are they equivalent?
  9. ### Advanced Functions/ Precalculus Log
  
  1. Evaluate 4^(log base4 64) + 10^(log100) 2. Write 1+log(base2)x^3 as a single logarithm 3. Write log(base b)√(x^3 y z^6) 4. Solve log(base 2)x-log(base 2)6=log(base 2)5+2log(base 2)3 5. Solve 3^(2x) = 9(81^x) 6. Solve 3^(2x)=7^(3x-1). …
  10. ### Econ math/logarithms
  
  If log with base b (2)=0.39 and log with base b (3)=0.61 evaluate the following. log with base b (8). Simplify your answer. How to start?
  
  More Similar Questions