some body quickly help me ?????
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okkk so now I will try to explain
L.H.S
[4+3√-20]½ + [4-3√-20]½,
[4+3×2√5i]½ + [4-3×2√5i]½,
now we can write it as,
[{3²+(√5i)²+2×3×√5i}²]½ + [{3²+(√5i)²-2×3×√5i}²],
[{3+√5i}²]½ + [{3-√5i}²]½,
then it will becomes
(3+√5i)+(3-√5i),
3+√5i+3-√5i,
6,
hence
L.H.S=R.H.S
L.H.S
[4+3√-20]½ + [4-3√-20]½,
[4+3×2√5i]½ + [4-3×2√5i]½,
now we can write it as,
[{3²+(√5i)²+2×3×√5i}²]½ + [{3²+(√5i)²-2×3×√5i}²],
[{3+√5i}²]½ + [{3-√5i}²]½,
then it will becomes
(3+√5i)+(3-√5i),
3+√5i+3-√5i,
6,
hence
L.H.S=R.H.S
gulnarrizvi:
myself gulnar
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