QuestionWrite the given equation in logarithmic form. $7^{4}=2,401$ $\log _{4} 2,401=7$ $\log _{3} 2,401=7$ $\log _{3} 2,401=4$ $\log _{7} 2,401=4$

Studdy Solution

STEP 1

1. We are given an exponential equation and need to convert it into its equivalent logarithmic form.
2. The base of the logarithm will be the base of the exponent in the exponential equation.

STEP 2

1. Identify the base, exponent, and result in the given exponential equation.
2. Write the equivalent logarithmic form using the identified components.

STEP 3

Identify the components of the exponential equation $7^{4} = 2,401$ .
- Base: $7$ - Exponent: $4$ - Result: $2,401$

STEP 4

Write the equivalent logarithmic form using the identified components:
The logarithmic form is $\log_{7} 2,401 = 4$ .

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