Medal for help :) Simplify the expression below (DIAGRAM)' A.98 B.-14 C.14 ****My answer D.392
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@vzfreakz @precal
@iPwnBunnies
@Compassionate
Well, this question is sorta incomplete. The square root of 196 can be ±14. And the negative sign outside the square root will still make it ±14 .-.
@Destinymasha
@jim_thompson5910 Do u know if I'm correct ?
.-. Not even recognizing my response. </3
I'm going to say B, since -sqrt(196) would imply they want you to know the difference between something like sqrt(-4) and -sqrt(4)
Sorry @iPwnBunnies not sure which one it is , which one do you think it is ?
@zepdrix what do u think b or c ? I'm confused
@tHe_FiZiCx99
\[\Large\rm \sqrt{196}=14\]And then we have to put a negative in front, yes..?\[\Large\rm -\sqrt{196}=-14\]Understand? :o
Thanks ALL OF YOU:)
\[\Large\rm \sqrt{196}\ne \pm 14\]The root of a constant value is defined to be the positive root. I don't really understand why this is so, but it is.
.-. But sqrt of 196 can also be -14. </3 u guise
Because (-14)^2 = 196...?
@iPwnBunnies http://www.intmath.com/blog/16-how-many-answers/122 This is a really nice link discussing that idea :)
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