Question

Write the expression as a single logarithm. 6log_(2)sqrt(4x-9)-log_(2)((6)/(x))+log_(2)6 6log_(2)sqrt(4x-9)-log_(2)((6)/(x))+log_(2)6= (Simplify your answer.) Write the expression as a single logarithm 6 6log4x-9-log +log26 6log4x-9-log2 GIX +log26 (Simplify your answer.

Name: write the expression as a single logarithm 6log2sqrt4x 9 log26xlog26 6log2sqrt4x 9 log26xlog26 simplify your answer write the expression as a single logarithm 6 6log4x 9 log log26 6log 30157
Uploaded: 2021-08-03T16:34:10-08:00
Duration: 29 s
Channel: James Kiss
Description: write the expression as a single logarithm 6log2sqrt4x 9 log26xlog26 6log2sqrt4x 9 log26xlog26 simplify your answer write the expression as a single logarithm 6 6log4x 9 log log26 6log 30157

          Write the expression as a single logarithm.
6log_(2)sqrt(4x-9)-log_(2)((6)/(x))+log_(2)6
6log_(2)sqrt(4x-9)-log_(2)((6)/(x))+log_(2)6=
(Simplify your answer.)
Write the expression as a single logarithm
6 6log4x-9-log +log26
6log4x-9-log2 GIX +log26 (Simplify your answer.

write the expression as a single logarithm 6log2sqrt4x 9 log26xlog26 6log2sqrt4x 9 log26xlog26 simplify your answer write the expression as a single logarithm 6 6log4x 9 log log26 6log 30157

Added by Angela S.

Precalculus with Limits

Ron Larson 2nd Edition

Instant Answer

Solved by Expert James Kiss

08/03/2021

Step 1

6log_(2)(√(4x-9)) - log_(2)(6/x) + log_(2)6 = log_(2)((√(4x-9))^6) - log_(2)(6/x) + log_(2)6 = log_(2)((4x-9)^(3)) - log_(2)(6/x) + log_(2)6 Show more…

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Write the expression as a single logarithm. 6log_(2)sqrt(4x-9)-log_(2)((6)/(x))+log_(2)6 6log_(2)sqrt(4x-9)-log_(2)((6)/(x))+log_(2)6= (Simplify your answer.) Write the expression as a single logarithm 6 6log4x-9-log +log26 6log4x-9-log2 GIX +log26 (Simplify your answer.