Solve the equation. log 12 ( x + 1 ) + log 12 ( x $-$ 36 ) = 3
A) x = 65
B) x = 62
C) x = 63
D) x = 66

Name: Solve the equation. log 12 ( x + 1 ) + log 12 ( x $-$ 36 ) = 3 A) x = 65 B) x = 62 C) x = 63 D) x = 66
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Question

Quizplus · Accepted Answer

Using the property of logarithms, combine the logs: log12((x+1)(x-36)) = 3. Convert to exponential form: (x+1)(x-36) = 12^3. Solve the quadratic equation x^2 - 35x - 4332 = 0. The solution x = 63 satisfies the equation.

Solve the Equation −-− 36 ) = 3 A) X = 65 B) X

Solve the Equation $-$ 36 ) = 3
A) X = 65
B) X