Explicación paso a paso:
Senx + Cosx = √4/3
(Senx + Cosx = √4/3)²
(Senx + Cosx)² = (√4/3)²
Sen²x + 2(Senx)(Cosx) + Cos²x = 4/3
Sen²x + Cos²x + 2(Senx)(Cosx) = 4/3
1 + 2(Senx)(Cosx) = 4/3
2(Senx)(Cosx) = 1/3
(Senx)(Cosx) = 1/6
E = 1/6
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Explicación paso a paso:
Senx + Cosx = √4/3
(Senx + Cosx = √4/3)²
(Senx + Cosx)² = (√4/3)²
Sen²x + 2(Senx)(Cosx) + Cos²x = 4/3
Sen²x + Cos²x + 2(Senx)(Cosx) = 4/3
1 + 2(Senx)(Cosx) = 4/3
2(Senx)(Cosx) = 1/3
(Senx)(Cosx) = 1/6
E = 1/6