Log101 000 - How To Discuss

Log101 000

Log 10 (1/100) Log 10 (1/1000) =? 3

Can someone explain this to me in English? I don't understand that it could be 2 (3)

Math LOL

Save Protocol (1 / x) = Protocol (x)

Then ...

Log 10 (1/100) Log 10 (1/1000) = Log 10 (100) + Log 10 (1000)

= 23

Okay fine. Now look at each of these terms one by one.

List of 10 (1/100):

Here is base 10.

Log 10 (1/100) means you need to find 10 (base) that has APA 1/100 power (don't even think about log or anything like that).

Well, 10 to 2 is 1/100 because ...

1/100 = 1 / (10 2) = 10 (2).

So 10 to 2 ... 1/100.

This means log 10 (1/100) = 2.

List of 10 (1/1000):

Even so, owning one is still beyond the reach of the average person. Still, don't take it as a logarithm. Are you thinking 10 to 1/1000?

1/1000 = 1 / (10 3) = 10 (3)

So 10 to 3 is 1/1000.

Log 10 (1/1000) is only 3.

Last answer:

List of 10 (1/100) List of 10 (1/100)

= 23)

= 23

= 1

log10 (1/100) log10 (1/1000)

= log10 {(1/100) / (1/1000)} [If two records are recovered, both numbers will be divisible]

= Log 10 (1/100 * 1000)

= Log 10 (10)

= 1 [log 10 10 is equal to 1]

Cross controls:

In your question:

23)

= 23

= 1

The answer is correct!

PS: It helps for example :) If yes, this is the best answer.

Log101 000

Log101 000

Log 10 (1/100) = Log 10 (100) = 2 (Because Log 10 (100) = 2)

log10 (1/100) = log10 (1000) = 3 (because log10 (1000) = 3)

The answer is 2 (3)

= 1

Soft is good ... and if it's too complicated for you,

Just use your calculator!

1/100 [Daily] [] 1/1000 [Daily]

Or if you have another calculator ...

[Daily] 1/100 [Daily] 1/1000

Log (base 10) 10 (a) = a The principle used to make this rule is: x + 3 x = 3

Log101 000

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