Sin³α(1+ctqα) +cos³α(1+tqα) =sinα+cosα.
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sin³α(1+ctqα) +cos³α(1+tqα) =sin³α+cos³α +sin²αcosα +sinαcos²α =
(sinα+cosα)(sin²α -sinαcosα +cos²α ) +sinαcosα(sinα +cosα) =
(sinα+cosα)(sin²α -sinαcosα +cos²α +sinαcosα) =(sinα+cosα)(sin²α+cos²α)=
(sinα+cosα)*1 =sinα+cosα.
4,6x(0,2x-0,3y) = 0.92x²-1.38xy
(2x-3y)(4x+5y) = 8x²+10xy-12xy-15y² = 8x²-2xy+15y²
<span>(3x-4y)^2 = 9x</span>²-24xy+16y²
1) 8y+(3x+5y)=8y+3x+5y=13y+3x
<span>2) (4а+2)+(-а-1)=4a +2-a-1=3a+3
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