Fernando wants to rewrite 35=243 as a logarithmic equation. Which number should he use as the value?(1 point) The value is

Answer 1

To rewrite the equation $35=243$ in logarithmic form, we consider the expression in terms of exponentiation. The standard form for such a conversion is:

$$a=b^c\text{is equivalent to}{\log }_b(a)=c$$

In this case, we can interpret your equation as $243={35}^x$ where $x$ is the exponent we want to find. If we assume $x$ can be interpreted in logarithmic form, we would rewrite it as:

$${\log }_{35}(243)=x$$

Thus, ${\log }_{35}(243)$ represents the value in the logarithmic equation. If you're looking for a specific numerical value of $x$, you can calculate it using a scientific calculator or logarithmic tables.

To summarize, the value Fernando should use is:

$${\log }_{35}(243)$$