Question

Use the fact that: $log_a(x) = -3$, $log_a(y) = 6.7$, and $log_a(z) = -1.8$ to evaluate the following: (A) $log_a(\frac{z}{y}) = $ Number (B) $log_a(x^4) = $ Number (C) $log_a(xyz) = $ Number

          Use the fact that: $log_a(x) = -3$, $log_a(y) = 6.7$, and $log_a(z) = -1.8$ to evaluate the following:
(A) $log_a(\frac{z}{y}) = $ Number
(B) $log_a(x^4) = $ Number
(C) $log_a(xyz) = $ Number

Use the fact that: loga(x) = -3, loga(y) = 6.7, and loga(z) = -1.8 to evaluate the following:
(A) loga((z)/(y)) = Number
(B) loga(x^4) = Number
(C) loga(xyz) = Number

Added by Rafael M.

Elementary and Intermediate Algebra

Alan S. Tussy, R. David Gustafson 5th Edition

Instant Answer

Solved by Expert Madhur L

05/10/2022

Step 1

7, and loga(z) = -1.8, we can use these values to evaluate the expressions. Show more…

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Texts: Use the fact that: loga (x) = -3, loga (y) = 6.7, and loga (z) = -1.8 to evaluate the following: (A) loga () = Number (B) loga (x^4) (C) loga (xyz) = Number = Number Use the fact that loga (-3) = 6.7, and loga (z) = -1.8 to evaluate the following: (A) loga () = Number (B) loga (x^4) (C) loga (xyz) = Number = Number