Question

Find the value of \[ \frac{(243)^{0.13} \times(243)^{0.07}}{(7)^{0.25} \times(49)^{0.075} \times(343)^{0.2}} \]

          Find the value of
\[
\frac{(243)^{0.13} \times(243)^{0.07}}{(7)^{0.25} \times(49)^{0.075} \times(343)^{0.2}}
\]

Find the value of

((243)^0.13×(243)^0.07)/((7)^0.25×(49)^0.075×(343)^0.2)

Added by Alexandria A.

Algebra 2

Prentice Hall, Basia Kennedy, Dan… 1st Edition

Chapter 7

Instant Answer

Solved by Expert Ankit Singh

Step 1

The expression in the numerator is \((243)^{0.13} \times (243)^{0.07}\). Using the property of exponents \(a^m \times a^n = a^{m+n}\), we have: \[ (243)^{0.13 + 0.07} = (243)^{0.20} \] Show more…

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Find the value of \[ \frac{(243)^{0.13} \times(243)^{0.07}}{(7)^{0.25} \times(49)^{0.075} \times(343)^{0.2}} \]

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Question

Find the value of \[ \frac{(243)^{0.13} \times(243)^{0.07}}{(7)^{0.25} \times(49)^{0.075} \times(343)^{0.2}} \]

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