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if x^2 = 100 what is x?
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\[\sqrt{100}=x\]
that's the most accurate way to get the answer. since 100 is a perfect square, then the answer would be 10. and 10 can be squared to 100.
Use the square root property to solve the equation. The equation has real number solutions.
what times itself multiplies to 100
\[\pm10\] meaning -10 and 10 could be x.
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@mrmudd183 You have to remember that the square root will result in \(\pm\) values
\(x^2=100\) \(x^2-100=0\) \((x-10)(x+10)=0\) so \(x=10\) or \(x=-10\)
ok, thank you TSO. i kind of forgot about that. it's kind of been a while. but i'm trying my best to help, but math isn't my strongest subject
3 ways: sqrt100, what times it self = 100 (mental maths), or zarkon's way
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