Exactly is impossible as it is an irrational number.
However, I can find an approximation by:
Doing the "long" division for 0.14, calculating to 5 dp to get result rounded to 4 dp:
...............0 . . 3 . 7 . 4 . 1 . 6
.............---------------------
.............| 0 . 14 00 00 00 00
.............. 0 ............................. largest square ≤ 0 is 02 = 0; put 0 in result (over 0)
.............. - ............................. write 0 underneath and subtract;
......... 3 | 0 . 14 ...................... bring down next pair of digits; double 0 and x10 to get 0
..................... 9 ...................... 3 x 3 = 9, 4 x 4 = 16, so make units 3, put in result (over 14)
................... --- ..................... write 9 underneath and subtract;
....... 67 | ..... .5 00 ................. bring down next pair of digits; double 3 and x 10 to get 60
......................4 69 ................. 67 x 7 = 469; making the units 7, put in result (over 00);
..................... ----- ................. write 469 underneath and subtract;
..... 744 | ......... 31 00 ............ bring down next pair of digits; double 37 and x 10 to get 740
........................ 29 76 ............ 744 x 4 = 2976; making the units 4, put in result (over 00);
........................ ------ ............ write 2976 underneath and subtract;
... 7481 | ........... 1 24 00 ....... bring down next pair of digits; double 374 and x10 to get 7480
............................. 74 81 ....... 7481 x 7481 = 7481; making the units 1, put in result (over 00)
............................. ------ ....... write 7481 underneath and subtract;
74826 | ............... 49 19 00 .. bring down next pair of digits; double 3741 and x10 to get 74820
............................. 44 89 56 .. 74826 x 6 = 448956; making the units 6, put in result (over 00)
............................. --------- .. write 448956 underneath and subtract;
............................... 4 29 44 .. stop as to get ans to 4 dp work to 5 dp and round using 5th dp.
The final subtraction is not really necessary as only the 5th decimal place digit is required to round to 4 dp
To 4 dp, √0.14 ≈ 0.3742
The square root of .014 is about .118322. Note that .014 is 14/1000 which is 7/500 this is the (square root of 35)/50 which is an irrational number.
Find the square root of each of its components, and muliply them together. For example, 36x8 the square root of 36 is 6 the square root of x8 is x4 so the square root of 36x8 is 6x4
The square root of 225 is 15.
Use a calculator. Most will allow you to find 70(1/4) Or find the square root of the square root of 70.
The same way you find the square root of any number. The fastest way would be to type 225, followed by the square root key, in a calculator.
The square root of .014 is about .118322. Note that .014 is 14/1000 which is 7/500 this is the (square root of 35)/50 which is an irrational number.
find the square root of the numerator and the square root of the denominator
Press the square root button on your calculator.
Find the square root of each of its components, and muliply them together. For example, 36x8 the square root of 36 is 6 the square root of x8 is x4 so the square root of 36x8 is 6x4
The square root of 225 is 15.
Do the addition, get the answer and then find its square root!
The square root of 289 is ± 17.
The square root of 1225 is 35.
The square root of 8649 is 93.
square root(105) = 10.2469508
The square root of a/b is equal to the square root of a divided by the square root of b. I hope this helps you.
We will walk through the definition of the square root of 63, find out whether the square root of 63 is rational or irrational, and see how to find the square root of 63 by the long division method. ... Square Root of 63.