What is the squar root of 1,200,632,558,999,999,999,999,999,999?
112032
10957337.993326618196658074037089
484362
Square root of 81 ...
370534
37 is between 36 and 49 on the number line.  Therefore, the square root of 37 is between the square root of 36 and the square root of 49, or between 6 and 7.\n\n27 is between 25 and 36, so its square root is between 5 and 6.\n\n130 is between 121 and 144, so its square root is between 11 and 12.\n\n170 is between 169 and 196, so its square root is between 13 and 14.\n\nYou need to know the perfect squares by heart.  Usually you won't need to know beyond 15^2 or 20^2.  Then, given a number, figure out what perfect square is closest to it below the number, and closest to it above the number.  The square root of the number will lie between the square roots of those two numbers.
112299
answer is 49,  49 is a square root!!
330312
the square ROOT is 18.574175621006709970985687682281
782506
(  4 * (2)^(1/2)    ,    45 degrees)\n\n\n(   - 4 * (2)^(1/2)   , 225 degrees)\n\n\n\nand that big jumble on the start of each is 4 times the square root of 2, or the square root of 32, AKA (32)^(1/2). Math is hard on keyboards.
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.
1116021
Cannot be, because any whole number ending on a 1 squared will end on a 1.\n\nDid you mean the square root of 12345678987654321?\n\nThis results from summation:\n\n111111111^2 multiplied manually is\n\n11111111100000000\n01111111110000000\n00111111111000000\n00011111111100000\n00001111111110000\n00000111111111000\n00000011111111100\n00000001111111110\n00000000111111111\n\n12345678987654321
773858
If you work out the square (of -3) and the multiplications and divisions to find the value that you need to take the square root of, you will find that the number is 121. And you should be able to calculate the square root of 121.\n\nIt would be helpful to you if you developed your ability to factor trinomials like this, so that you could solve problems like this by factoring. I used to use the quadratic formula all the time, and in real-world problems it's often the only practical way to get an answer. But for school problems, many, many times you can do it much faster by factoring.
1161280
2√5  \n\nif you have √20 its √4*5\n√4 is 2\nso you have 2√5
593847
The answer is zero isn't it?  The square root of (7 squared) is 7.  If you minus 14 you get -7. Add another 7, brings you up to zero.
24161
The square root of a negative number is an imaginary one.  The square root of -1 is known as i.  Negative square roots work out like positive ones, only with the i, so SqRoot(-4) = 2i and SqRoot(-64) = 8i.
471374
Dear student,\nThe cube root of 27225 is between 30.0831 and 30.0832.\nbest regards,\nMarcello
1120062
Actually, that's the approximation. The exact answer is: square root of 223423423432435. Of course I can't be sure because I've never heard of a mathematical operator called the "square route." I've heard of roots in mathematics, but not routes!
98145
the square root of 2 is 1.4142
1031543
There is no exact square root but it is\n\n7414.85009963114
597652
The square root of 1 is 1.\nsqrt(6.6) = 2.569\nsqrt(15) = 3.873