What is the value of root 2 correct to two places of decimal?

What is the value of root 2 correct to two places of decimal?

√2 = 1.414 With the help of the long division method, you will find the values of non-perfect square values like root 3, root 5 etc.

What is the square root of 3 upto 2 decimal places?

Answer: Therefore, √3 = 1.7324 ⇒ √3 = 1.73.

What is the value of root 5 upto 2 decimal places?

√5 = 2.23 (correct upto two decimal place).

What is the value of root 4?

2
The value of root 4 is equal to exactly 2. But the roots could be positive or negative or we can say there are always two roots for any given number….Square Root From 1 to 50.

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Number Square Root Value
2 1.414
3 1.732
4 2
5 2.236

What is the square root of 7 correct to two decimal places?

Now let’s take number 7. In the question we have been asked for two decimal places so we get square root equals to 2.64.

What is the square root of 8 to two decimal places?

So, the square root of 8 essentially lies between these two digits. But, since 3 square is 9, which is greater than 8, it most probably lies between 2.8 or 2.9. The actual answer for the square root of 8 is 2.82842712475.

What is the square root of 2.5 correct to 3 decimal places?

Hence, the square root of 2.5 up to three decimal places is 1.581.

How many zeros to the right of the decimal point?

For this purpose we must add 6 ( that is three pairs of ) zeros to the right of the decimal point. =1.732 up to three places of decimal. =1.73 correct to two places of decimal. Was this answer helpful?

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How does Tosca round to the nearest decimal places?

Rounds a value according to the IEEE 754 standard. If you do not specify the number of decimal places, Tosca rounds to the nearest even integer. If you specify the number of decimal places, Tosca rounds to the nearest value with this number of decimal places and with an even least significant digit.

How many digits of the square root of two are there?

We have computed at least 10 million digits of the square root of two and several digits of the number e and the square roots of other integers as well. These and several other items of interest are available on this World Wide Web server: (URL: http://antwrp.gsfc.nasa.gov/htmltest/rjn.html ).