what is the value of x if log(x+7)(36x+9)

• Simplifying
  log(x + 7)(36x + 9) = 2
  
  Reorder the terms:
  glo(7 + x)(36x + 9) = 2
  
  Reorder the terms:
  glo(7 + x)(9 + 36x) = 2
  
  Multiply (7 + x) * (9 + 36x)
  glo(7(9 + 36x) + x(9 + 36x)) = 2
  glo((9 * 7 + 36x * 7) + x(9 + 36x)) = 2
  glo((63 + 252x) + x(9 + 36x)) = 2
  glo(63 + 252x + (9 * x + 36x * x)) = 2
  glo(63 + 252x + (9x + 36x2)) = 2
  
  Combine like terms: 252x + 9x = 261x
  glo(63 + 261x + 36x2) = 2
  (63 * glo + 261x * glo + 36x2 * glo) = 2
  (63glo + 261glox + 36glox2) = 2
  
  Solving
  63glo + 261glox + 36glox2 = 2
  
  Solving for variable 'g'.
  
  Move all terms containing g to the left, all other terms to the right.
  
  Reorder the terms:
  -2 + 63glo + 261glox + 36glox2 = 2 + -2
  
  Combine like terms: 2 + -2 = 0
  -2 + 63glo + 261glox + 36glox2 = 0
  
  The solution to this equation could not be determined.
• 8 years agoHelpfull: Yes(0) No(24)