Find x^2 if x = whole root root 5 + 2 + whole root root 5 - 2/ whole root whole root 5 + 1.
its 5
Eh? Can you please explain with the steps.
Can you post a screenshot of the question?
How do I do that? I'm on my PC.
4+1=5
so its 5
What exactly did you do, Kidz_Wavy? How did you come to the conclusion of '4 + 1 = 5'?
lol 4 apples plus one apple=5
If you press "Print Screen" (located near the top right corner on a Windows keyboard) it will save an image of the screen in memory. Then you can paste the image in a free program such as Irfanview and do some editing to remove extraneous info on your screen that you don't want people to see and then upload the image here.
A curious child asked his mother: “Mommy, why are some of your hairs turning grey?” The mother tried to use this occasion to teach her child: “It is because of you, dear. Every bad action of yours will turn one of my hairs grey!” The child replied innocently: “Now I know why grandmother has only grey hairs on her head.” and that is 5...
\[x = \sqrt{\sqrt{5} +2} + \sqrt{\sqrt{5} - 2} \div \sqrt{\sqrt{5 + 1}}\] find x^2
its 5
A curious child asked his mother: “Mommy, why are some of your hairs turning grey?” The mother tried to use this occasion to teach her child: “It is because of you, dear. Every bad action of yours will turn one of my hairs grey!” The child replied innocently: “Now I know why grandmother has only grey hairs on her head.”
A curious child asked his mother: “Mommy, why are some of your hairs turning grey?” The mother tried to use this occasion to teach her child: “It is because of you, dear. Every bad action of yours will turn one of my hairs grey!” The child replied innocently: “Now I know why grandmother has only grey hairs on her head.”
A curious child asked his mother: “Mommy, why are some of your hairs turning grey?” The mother tried to use this occasion to teach her child: “It is because of you, dear. Every bad action of yours will turn one of my hairs grey!” The child replied innocently: “Now I know why grandmother has only grey hairs on her head.”
A curious child asked his mother: “Mommy, why are some of your hairs turning grey?” The mother tried to use this occasion to teach her child: “It is because of you, dear. Every bad action of yours will turn one of my hairs grey!” The child replied innocently: “Now I know why grandmother has only grey hairs on her head.”
Yeah, I see how smart you are Kidz_Wavy.
Is that better, aum?
Can you answer me now? I certainly hope you can. I've an exam tomorrow. I don't think you really care but it's really important to me.
k im sorry but the answer is 5
\( \Large x = \frac{\sqrt{\sqrt{5} +2} + \sqrt{\sqrt{5} - 2}}{\sqrt{\sqrt{5 + 1}}} = \frac{\sqrt{\sqrt{5} +2} + \sqrt{\sqrt{5} - 2}}{\sqrt{\sqrt{6}}} \\ \Large x^2 = \frac{(\sqrt{5} +2) ~+~ (\sqrt{5} - 2) ~+~ 2\sqrt{\sqrt{5} +2} ~*~ \sqrt{\sqrt{5} -2}}{\sqrt{6}} = \frac{2\sqrt{5} ~+~ 2\sqrt{5 -4}}{\sqrt{6}} \\ \Large x^2 = \frac{2(\sqrt{5}+1)}{\sqrt{6}} = \frac{2\sqrt{6}(\sqrt{5}+1)}{6} = \frac{\sqrt{6}}{3}(\sqrt{5}+1) \)
In the second line, the following algebraic identities were used: \(\Large (a+b)^2 = a^2 + b^2 + 2ab \\ \Large \sqrt{a}~*~\sqrt{b} = \sqrt{ab} \\ \Large (a+b)(a-b) = a^2 - b^2 \)
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