Syntax
It is the number for which you want the square root.
SQRT gives a positive square root.
If number is negative, SQRT gives ‘NaN‘ an error
Consider n = 625 then
=SQRT(625) gives 25
Column1 | Column2 | Column3 | Column4 | |||
Row1 | 625 | |||||
Row2 | 25 | |||||
Row3 | ||||||
Row4 | ||||||
Row6 |
ZOS
1..100@SQRT
Number | SQRT |
---|---|
1 | 1 |
2 | 1.4142135623730951 |
3 | 1.7320508075688772 |
4 | 2 |
5 | 2.23606797749979 |
6 | 2.449489742783178 |
7 | 2.6457513110645907 |
8 | 2.8284271247461903 |
9 | 3 |
10 | 3.1622776601683795 |
11 | 3.3166247903554 |
12 | 3.4641016151377544 |
13 | 3.605551275463989 |
14 | 3.7416573867739413 |
15 | 3.872983346207417 |
16 | 4 |
17 | 4.123105625617661 |
18 | 4.242640687119285 |
19 | 4.358898943540674 |
20 | 4.47213595499958 |
21 | 4.58257569495584 |
22 | 4.69041575982343 |
23 | 4.795831523312719 |
24 | 4.898979485566356 |
25 | 5 |
26 | 5.0990195135927845 |
27 | 5.196152422706632 |
28 | 5.291502622129181 |
29 | 5.385164807134504 |
30 | 5.477225575051661 |
31 | 5.5677643628300215 |
32 | 5.656854249492381 |
33 | 5.744562646538029 |
34 | 5.830951894845301 |
35 | 5.916079783099616 |
36 | 6 |
37 | 6.082762530298219 |
38 | 6.164414002968976 |
39 | 6.244997998398398 |
40 | 6.324555320336759 |
41 | 6.4031242374328485 |
42 | 6.48074069840786 |
43 | 6.557438524302 |
44 | 6.6332495807108 |
45 | 6.708203932499369 |
46 | 6.782329983125268 |
47 | 6.855654600401044 |
48 | 6.928203230275509 |
49 | 7 |
50 | 7.0710678118654755 |
51 | 7.14142842854285 |
52 | 7.211102550927978 |
53 | 7.280109889280518 |
54 | 7.3484692283495345 |
55 | 7.416198487095663 |
56 | 7.483314773547883 |
57 | 7.54983443527075 |
58 | 7.615773105863909 |
59 | 7.681145747868608 |
60 | 7.745966692414834 |
61 | 7.810249675906654 |
62 | 7.874007874011811 |
63 | 7.937253933193772 |
64 | 8 |
65 | 8.06225774829855 |
66 | 8.12403840463596 |
67 | 8.18535277187245 |
68 | 8.246211251235321 |
69 | 8.306623862918075 |
70 | 8.366600265340756 |
71 | 8.426149773176359 |
72 | 8.48528137423857 |
73 | 8.54400374531753 |
74 | 8.602325267042627 |
75 | 8.660254037844387 |
76 | 8.717797887081348 |
77 | 8.774964387392123 |
78 | 8.831760866327848 |
79 | 8.888194417315589 |
80 | 8.94427190999916 |
81 | 9 |
82 | 9.055385138137417 |
83 | 9.1104335791443 |
84 | 9.16515138991168 |
85 | 9.219544457292887 |
86 | 9.273618495495704 |
87 | 9.327379053088816 |
88 | 9.38083151964686 |
89 | 9.433981132056603 |
90 | 9.486832980505138 |
91 | 9.539392014169456 |
92 | 9.591663046625438 |
93 | 9.643650760992955 |
94 | 9.695359714832659 |
95 | 9.746794344808963 |
96 | 9.797958971132712 |
97 | 9.848857801796104 |
98 | 9.899494936611665 |
99 | 9.9498743710662 |
100 | 10 |