show me how to find the square root of 2.00,00,00,00,00,00,00,0?
98145
the square root of 2 is 1.4142
530142
use the quadratic equation:\nx=-b +/- the square root of b^2 - 4ac all over 2a\na=1,b=7,c=10 so plug it in\nx=-7 +/- the square root of 49-40 all over 2\n-7 +3 = -4 divided by 2 x=-2\n-7-3=-10 divided by 2 = -5\nso x = -2 or x=-5
716921
0.009 \n\n0.018 \n\n0.027\n\n0.036
80992
You have to use the property that the square root of (ab) is equal to the square root of (a) times the square root of (b).  So the square root of 80 = the square root of (5) times the square root of (16).  The square root of 16 is 4, so you end up with the answer of 4 times the square root of 5.  Write it as 4 sqroot sign (5).
789684
-20 - 17√10 - 30, which gives:\n\n-50 - 17√10
392303
since a google is 1 followed by a hundred 100 0s it is 10^100. the square root of this would be (10^100)^1/2, or 10^50. The answer is 1 followed by 50 zeros.
105888
square root(pi) = 1.77245385
899814
2√72 + √32 - 4√18\n= 2(√8*√9) + (√8*√4) - 4 (√2*√9)\n= (2*3)√8 + 2√8 - (4*3)√2\n= 6(√2*√4) + 2(√2*√4) - 12√2\n= (6*2)√2 + (2*2)√2 - 12√2\n= 12√2 + 4√2 - 12√2\n= 4√2\n\nHope this helps.
597652
The square root of 1 is 1.\nsqrt(6.6) = 2.569\nsqrt(15) = 3.873
1031543
There is no exact square root but it is\n\n7414.85009963114
596727
Figure out what other number times itself equals your number.  That's its square root.
57070
Starting with\nx^2 - 5x - 6.25 = 0\n\nMOVE the lone term to the right side of the equation.\n\nSo\n x^2 - 5x = 6.25\n\nTo comlete the square on the left:\nDIVIDE the coefficient of the x term (5) by two (2.5).  Then SQUARE it.\n\nADD \n 2.5^2 (which happens to be 6.25) to both sides\n\nNow\n x^2 - 5x + 6.25 = 6.25 + 6.25\n\nREWRITE the left which is now a perfect square\n (x-2.5)^2 = 12.5 (or 25/2)\n\nTAKE THE SQUARE ROOT OF BOTH SIDES\n x - 2.5 = +or- Square root of 12.5\n\nANSWER\n x = Sqrt 12.5 + 2.5   -or-\n x = 2.5 - Sqrt 12.5
832512
either square root or erauqs
1161280
2√5  \n\nif you have √20 its √4*5\n√4 is 2\nso you have 2√5
801012
inverse square root of a number say"x" is\nx^[-(1/2)]
1144250
2) new-old divided by old\n3) find the square root first\n4) i think its 184... not sure\n5) Distribute 3 to 4x and 4 to get 12x+12 and the 2 tho 5x and 9 to get: 12x+12+10x+18-12 Then simplify (I'm not gonna do all ur work 4 u!)
522997
ok, lets say that Sqrt() means square root \n\nSqrt(2x-5)=13   , elevate both sides of the equation to square\n (Sqrt(2x-5))^2 = 13^2  , the square root and the square power cancell each other, so\n\n(2x-5) = 169\n2x = 164, x = 82\n\nThe second one is the same, only that you have to leave the square root alone in the left side of the equation\n\nsqrt(3x-5)+7 = 3 , \nsqrt(3x-5) = -4\n\nand do the same as the first one\n\n3x-5 = 16\nx = 7\n\nthe last one is a bit harder cause there's an 'x' outside of the square root, and you do it like this\n\nsqrt(x+2) = x - 4    , elevate both sides to the square\n\n(x+2) = (x-4)^2    , and do the special product \n(x-4)^2 = x^2 -8x + 16 , then you get\n\n(x+2) = x^2 - 8x + 16 ,  this is a quadratic equation, take it to the general form\n\nx^2 -9x + 14 = 0    and factorize\n\n(x-7)(x-2) = 0  then you get\n\nx1 = 7 and x2 = 2 \n\nthat's it, if you have doubts contact me