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<mm>[[SQUARE ROOTS .mm|Flash]]</mm>
<mm>[[SQUARE ROOTS .mm|Flash]]</mm>
== squreroot ==
== squreroot ==
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Suppose N is a natural number such that N=M^2 . The number M is called square root of M
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Suppose N is a natural number such that N=<math> M^2 </math> . The number M is called square root of M
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we have m^2=mxm or (-m)x(-m)=(-m)^2 thus m2 has 2 squer roots, m;m and m example 9=3^2 or (-3)^2.thus both 3 and -3 or squer roots of 9
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we have <math>m^2</math>=mxm or (-m)x(-m)=<math>(-m)^2</math> thus <math>m^2</math> has 2 squer roots, m;m and m example 9=<math>3^2</math> or <math>(-3)^2</math>.thus both 3 and -3 or <math>\sqrt9</math>
[[File:square number.png|200 px|centre]]
[[File:square number.png|200 px|centre]]