What is the square root of 36?
6
\[6 or \pm6\]
\[\sqrt{36}= ±6\]
How can square root be negative sire?
\[-6\times-6=36\]
no
what is \[-6\times-6=\]
square root is always positive and what you wrote is a different thing
what have i done?
x=36 has only ONE DEGREE so how can it have two values sire?
maybe i am confused
\[ \large \sqrt{36}=6 \]
The square root function is just that...a function
one number in -----> one number out
Square root is not always positive. One can agree to only think about the positive square root, but that is just a convenience.
but one degree can have only one possible solution
If it was square then it would've been 2 degree then both plus and minus signs would've been there
6 can u help me with mine pleeaazzzze
As was mentioned above every positive number has two square roots (and so does wikipedia. The positive square root is denoted as the principal square root but the negative square root is also valid as (-6)(-6)=+36 or\[(-6)^{2}=36\]
One number in (6) one number out 36 one number in (-6) one number out 36
The square root of 36 is 6 (and only 6) The solutions to x^2 = 36 are x = 6 or x = -6 I think that's where the confusion lies
i was always taught it was +6 or -6 that is why the in the quadratic formula you have to solve both ways
Join our real-time social learning platform and learn together with your friends!