wiedząc że sin \alpha + cos \ oblicz sin * cos
sin + cos
(sin + cos )^2 =
sin^{2} + cos^{2} +2sin cos =
jedynka trygonometryczna
1+2sin cos =
2sin cos =
sin cos =
sinα+cosα = 4/3 I()²
(sinα+cosα)² = (4/3)²
sin²α+2sinα·cosα+cos²α = 16/9
sin²α+cos²α = 1 (jedynka trygonometryczna)
1+2sinα·cosα = 16/9
2sinα·cosα = 16/9 - 9/9
2sinα·cosα = 7/9 /:2
sinα·cosα = 7/18
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sin + cos
(sin + cos )^2 =
sin^{2} + cos^{2} +2sin cos =
jedynka trygonometryczna
1+2sin cos =
2sin cos =
sin cos =
sinα+cosα = 4/3 I()²
(sinα+cosα)² = (4/3)²
sin²α+2sinα·cosα+cos²α = 16/9
sin²α+cos²α = 1 (jedynka trygonometryczna)
1+2sinα·cosα = 16/9
2sinα·cosα = 16/9 - 9/9
2sinα·cosα = 7/9 /:2
sinα·cosα = 7/18