zapisz pierwiastek w najprostszej postaci
\sqrt{5-2{6}} x \sqrt{5+2{6} =
\sqrt{5-2{6}} x \sqrt{5+2{6} =\sqrt{5-2{6}} x {5+2{6} = \sqrt{25+10{6}-10{6}-24} =\sqrt 1 = 1
√(5-2√6)*√(5+2√6) =
(5-2√6)^1/2 * (5+2√6)^1/2=
=[(5-2√6)*(5+2√6)]^1/2=
=[5² -(2√6)²]^1/2=
=[25-24]^1/2=
=1^1/2=
=√1=
=1
a^m * b^m = (a*b)^m
(a-b)(a+b)=a²-b²
^ potega
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\sqrt{5-2{6}} x \sqrt{5+2{6} =\sqrt{5-2{6}} x {5+2{6} = \sqrt{25+10{6}-10{6}-24} =\sqrt 1 = 1
√(5-2√6)*√(5+2√6) =
(5-2√6)^1/2 * (5+2√6)^1/2=
=[(5-2√6)*(5+2√6)]^1/2=
=[5² -(2√6)²]^1/2=
=[25-24]^1/2=
=1^1/2=
=√1=
=1
a^m * b^m = (a*b)^m
(a-b)(a+b)=a²-b²
^ potega