√(100)
Have you considered "10"?
can you show how you solved this to get this answer please
It's an eyeball problem. You should know the perfect squares. \(6^{2} = 36\) \(7^{2} = 49\) \(8^{2} = 64\) \(9^{2} = 81\) \(10^{2} = 100\)
I'm new to solving equations like this, I was just trying to see how to solve the equation. It seems easy but hard to do
First, it's an expression, not an equation. That is an important distinction. Second, finding a square root can be a little tedious. As you appear to be rather new at it, your best current bet might be what is known as "Guess and Check". Given a little familiarity, like the short list I gave above, youcan make better guesses? Example: \(\sqrt{75} = ??\) Well, we know \(8^{2} = 64\) and \(9^{2} =81\) , so \(\sqrt{75}\) must be between 8 and 9.
Oh ok thanks a lot. That really does help. So the square is normally always 2?
ok thank you
Join our real-time social learning platform and learn together with your friends!