Question

Convert the exponential equations into logarithmic form: (a) \( 3^{2}=9 \) is equivalent to \( \log _{3} C=D \). \( C=3 \quad x \) and \( D= \) (b) \( 36=6^{2} \) is equivalent to \( \log _{6} E=F \). \( E= \) and \( F= \) (c) \( 10^{2}=100 \) is equivalent to \( \log _{10} G=H \). \( G=\quad \) and \( H= \) (d) \( 0.1=10^{1} \) is equivalent to \( \log _{10} J=K \). \( J= \) and \( K= \)

          Convert the exponential equations into logarithmic form:
(a) \( 3^{2}=9 \) is equivalent to \( \log _{3} C=D \).
\( C=3 \quad x \) and \( D= \)
(b) \( 36=6^{2} \) is equivalent to \( \log _{6} E=F \).
\( E= \) and \( F= \)
(c) \( 10^{2}=100 \) is equivalent to \( \log _{10} G=H \).
\( G=\quad \) and \( H= \)
(d) \( 0.1=10^{1} \) is equivalent to \( \log _{10} J=K \).
\( J= \) and \( K= \)

Convert the exponential equations into logarithmic form:
(a) 3^2=9 is equivalent to log3 C=D.
C=3 x and D=
(b) 36=6^2 is equivalent to log6 E=F.
E= and F=
(c) 10^2=100 is equivalent to log10 G=H.
G= and H=
(d) 0.1=10^1 is equivalent to log10 J=K.
J= and K=

Added by Jordan K.

Algebra and Trigonometry

James Stewart, Lothar Redlin, Saleem… 3rd Edition

Chapter 5

Instant Answer

Solved by Expert Katelyn Chen

07/23/2020

Step 1

\( C=3 \quad x \) and \( D= \) To convert the exponential equation into logarithmic form, we need to identify the base of the exponential equation and the exponent. In this case, the base is 3 and the exponent is 2. So, the logarithmic form of the equation is \( Show more…

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