Where is log in calculator?

Natural logarithms are the logarithms that have base “e,” and on most scientific calculators, these are represented by the “ln” button.

If you had a log table, you could quickly check the logarithm of these numbers (or you use the Internet to find an electronically uploaded table), but let's cheat a bit and use our calculator for this purpose now.

lg(5.89)≅0.7701153\text{lg}(5.89) ≅ 0.7701153lg(5.89)≅0.7701153 and lg(4.73)≅0.674861\text{lg}(4.73) ≅ 0.674861lg(4.73)≅0.674861

By applying the first rule we can rewrite the following equation:

lg(5.89×4.73)=lg(5.89)+lg(4.73)≅0.770115+0.6748611\text{lg}(5.89 \times 4.73) =\text{lg}(5.89) + \text{lg}(4.73) ≅ 0.770115 + 0.6748611lg(5.89×4.73)=lg(5.89)+lg(4.73)≅0.770115+0.6748611

lg(5.89×4.73)≅1.4449761\text{lg}(5.89 \times 4.73) ≅ 1.4449761lg(5.89×4.73)≅1.4449761

We still don't know what the exact result is, so we take the exponent of both sides of the equation above with some change on the right side.

5.89×4.73≅101.4449761=100.4449761×1015.89 \times 4.73 ≅ 10^{1.4449761} = 10^{0.4449761} \times 10^15.89×4.73≅101.4449761=100.4449761×101

Now what you would need to do is to check 100.4449761 in an anti-log table or alternatively you check in our antilog calculator. What is the antilog of 0.4449761 in base 10? 2.785968.

Rewriting the equation:

5.89×4.73≅2.785968×101=27.859685.89 \times 4.73 ≅ 2.785968 \times 10^1 = 27.859685.89×4.73≅2.785968×101=27.85968

Most probably, the above procedure seems to be demanding compared to just entering it into a pocket calculator or using any capable application like our calculator. To show how the power of logarithms might help you out even in our modern times, let's consider a factorial operation of 100, which is the product of all integers from 1 to 100.

100!=1×2×3×4×⋯×99×100100! = 1 \times 2 \times 3 \times 4 \times ⋯ \times 99 \times 100100!=1×2×3×4×⋯×99×100

If you were trying to resolve this problem by a regular pocket calculator, you would probably fail, as the result is a massive number with many digits.

But with the help of algorithms, you may rewrite (with some rounding) the operation as:

Log10 Calculator is a free online tool that displays the logarithm value for the base 10. BYJU’S online log10 calculator tool makes the calculation faster and it displays the log value for the base 10 in a fraction of seconds.

The procedure to use the log10 calculator is as follows:

Step 1: Enter the number in the input field

Step 2: Now click the button “Solve” to get the logarithmic value

Step 3: Finally, the Log value for the base 10 will be displayed in the output field

In mathematics, Log10 (log base 10) is known as the common logarithmic function. We know that the logarithmic function is defined by

As you move on to learn advanced math, you will need to use scientific calculators to calculate log values quickly.

These calculators are very different from basic and business calculators and come loaded with functions that help solve physics, engineering, and trigonometric problems.

Thankfully, working with logarithmic functions on a scientific calculator is easy – after you learn to do it right.

Turn your calculator on, and type in the number you want to calculate the common logarithm (log base 10) of.

Let’s use “1000” as an example.

To apply the log function on the number, click on the log button on the calculator.

A number will appear on the screen immediately after you click the log button. The figure represents the number of times you have to multiply 10 with itself to get the original number.

You can go ahead and check your work to ensure you got all the steps right. In our example, “3” appears as the result. Multiplying 10 with itself thrice gives us 1000, which means the answer is correct.

While there is no antilog calculator in scientific calculators, you can use the result of the logarithmic calculation as an exponent to 10 to find the antilog of any log.

Natural logarithms are the logarithms that have base “e,” and on most scientific calculators, these are represented by the “ln” button.

To use the ln key to find a logarithm with base e:

Enter the number you want to find the natural logarithm of. Let’s say it’s 10.

You must then click on the “ln” button on the calculator. A result will appear immediately.

The result is the number to which the irrational base “e” must be raised to obtain the argument.

Most scientific calculators only come with the log and ln buttons. There is no button for finding logarithms with other bases.

To work out a logarithm with another base, you must use the change of base formula, which is:

a=a b

So, if you want to find the value of 3, you must calculate 3 2 .

To do this on your scientific calculator:

To do this, type in the argument of your logarithm into the calculator. In our example, the argument is 3.

Then, hit the “ln” button on the calculator. But don’t hit the “=” just yet.

After entering the numerator, find and click on the “divide” button on the calculator. You must then feed the denominator into the calculator.

To do that, hit the “ln” button first. The natural log function will appear with a single parenthesis. (clubdeportestolima.com.co) You must then type in the argument of the logarithm, which is 2 in this example.

To trigger the calculation, enter an ending parenthesis in the calculator.

The result will appear on the screen, indicating the value of 3 .

As you can see, calculating the log of any number is quite easy using a scientific calculator. After you use it a few times, you will get the hang of where the buttons are and will be able to find the values quickly.