If x power of 2 = 40 what is the value of x
\(x^2 = 40\) Solve for x. Is that the question?
Yes
take the square root of 40.?
An equation of the form \(x^2 = k\) where k is a number has the solutions \(x = \pm\sqrt k\)
Take the positive and negative square roots of 40.
Ok thanks would it be 80
You may need to simplify \(\sqrt {40}\) since there is a perfect square factor of 40.
No. \(\sqrt {40} \) is the number that when you square you get 40. What number do you multiply by itself (square) to get 40? Let's see. 6 * 6 = 36 too low 7 * 7 = 49 too high \(\sqrt {40} \) is a number between 6 and 7.
If you need an exact solution, then it is \(\sqrt {40} = \sqrt {4 \times 10} = 2 \sqrt{10}\) If you need an approximation, then \(\sqrt {40} \approx 6.324\) Either way, remember that for your question, you need both the positive and negative square roots.
Thanks you really helped
You're welcome.
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