In some cases 8.1 is sufficient, in other situations you may want 8.12404 and in some you may want even more precision.
In some cases 8.1 is sufficient, in other situations you may want 8.12404 and in some you may want even more precision.
In some cases 8.1 is sufficient, in other situations you may want 8.12404 and in some you may want even more precision.
In some cases 8.1 is sufficient, in other situations you may want 8.12404 and in some you may want even more precision.
3.16227766 which is about 3.2
1.4142 is an approximation for the square root of 2.
The answer is 12, since 12 times 12 equals 144- that is, 12 squared is 144. The square root of a number is that number which when squared gives the given number. Unless the number is a square, its square root will be a decimal approximation.
Impossible to give the "complete" square root as the number is indefinite... a good approximation is 1.77245385.
You can get a decimal approximation with a calculator, with Excel, etc. But if you want to keep it as a square root, the "standard form" is considered to be one that has no square roots in the denominator. In this case, to get rid of the square root in the denominator, you multiply both numerator and denominator by the square root of 5, with the following result: 3 / root(5) = 3 root(5) / root(5) x root(5) = 3 root(5) / 5 That is, three times the square root of 5, divided by 5.
There is no "best" approximation. The square root is irrational and so it is a non-terminating, non-recurring decimal so adding one more digit will always make it a better approximation.
11.532562594670795889354183238818 round to whatever decimal you want.
It is about 9.487 rounded to 3 decimal places
What approximation is "best" depends on the required level of accuracy.
11.5326
The square root of 72 is an irrational number and there is no such thing as a best approximation for any irrational number. By definition, all irrational numbers are represented by infinitely long decimal strings and it is always possible to improve the approximation by calculating the value to one more decimal place. 8.48528 should be sufficiently accurate for most purposes.
3.16227766 which is about 3.2
√40108 = 200.269817996
In radical form, 3* sqrt(41). The decimal approximation is 19.20937271.
The best answer is "sqrt(34)" since any rational or decimal representation must be an approximation. Any decimal representation can be improved by adding more decimal places. In practice, 5.831 is accurate enough.
it is exactly.........7.348469228349534, but to round it would be 7.3
which is the best approximation of