evaluate square root 2.8 up to three places of decimal
Answers
Step-by-step explanation:
the answer is 1.673 because we have to find at three decimal place.
The square root of 2.8 up to three decimal places is 1.673
Given
√2.8
To Find
Square root up to 3 decimal places
Solution
First, we need to have even numbers before and after the decimal point.
Hence, we will take 2.8 as 2.80 to get
Now, we need to take the greatest number as the divisor that when squared is less than or equal to the pair of numbers before the decimal point, i.e 02.
Hence we get
Now we will bring the next pair of numbers down. Here it is 80. Since there is a decimal before it, our quotient will have the same.
We will get the next divisor by multiplying the quotient by 2 and then taking the highest number with when multiplied by the divisor will be le than or equal to the dividend, i.e 180
Hence the number will be 6
Hence, we get the divisor as 26. we will now take 6 in the quotient line
We will take 00 down to get a new dividend- 2400.
Now we will double 16 to get 32 as our new divisor. The other number will be 8, making the new divisor 268
Now repeating the procedure as above we get
Hence the square root of 2.8 up to three decimal places is 1.673
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