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$\log x$ is the exponent to which the base 10 must be raised to get________. So we can complete the following table for log $x .$

logx is the exponent to which the base 10 must be raised to get $\underline{x}$

Algebra

Chapter 4

Exponential and Logarithmic Functions

Section 3

Logarithmic Functions

Missouri State University

Campbell University

Idaho State University

Lectures

01:32

In mathematics, the absolu…

01:11

03:09

log x is the exponent to w…

00:40

$\log x$ is the exponent t…

01:08

Fill in the blanks.a. …

00:33

Solve the logarithmic equa…

00:10

What is the base of $\log …

00:27

Logarithmic Equations Solv…

01:00

? Logarithmic Equations So…

00:16

What is the base in the ex…

00:35

Fill in the blanks. $\log …

01:16

Solve the equation for $x.…

Let's look at what the question sees. It says lock eggs is the exponents to which the basting must be raised. Gate something right. So the lock X is to exponents to base 10 So it will be 10 to the power off. Log aches will give you something and we have to find that something right now if you look at the log and it only gives you lock off aches as it is now you have to remember that the base off this log is Tane. If it's not given, right and no, we have the rule that states that a base to the lock with the same base off in the beautiful is the variable, right? So if these two bases all the same you are left with the variable. So let's read this again. Lock X is the exponents to which the bassist in must be raised to get Thanks, right. So it will give you Thanks. Now we can look at the table. Let's complete the table for extend to the power of three. We have look X will be equal to three. The reason for that is if I put tend to power of three into the lock. Remember these abase often here. Then the lock law sees. The three can come to the front and I'm left with luck with basting often, which is one and my own stays three. Right? So in the same manner where X is staying to the bar off too well have logged off X Be equal to do four x equal to 10 to the power of one lakh. X will be one and so we can complete the whole table team to go. Negative one will give me negative one and for X obtained above negative too. The lock will be negative, too. 14 X equal to change about *** three. The lock will be negative. Three. And finally, Way X is 10.5 look, eggs will be ho.

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