∫0.900.905(1−x)4dx\int_{0.90}^{0.90}5\left(1-x\right)^4dx∫0.900.905(1−x)4dx
−2x+6=−4x+10-2x+6=-4x+10−2x+6=−4x+10
2e−3b+3c−3c−8b+10e−2e2e-3b+3c-3c-8b+10e-2e2e−3b+3c−3c−8b+10e−2e
−11mn −2mn-11mn\:-2mn−11mn−2mn
(5x4−33−2x2+x−21)+(−3x3−2x2+8x+20)\left(5x^4-3^3-2x^2+x-21\right)+\left(-3x^3-2x^2+8x+20\right)(5x4−33−2x2+x−21)+(−3x3−2x2+8x+20)
(sen 3 − cos3)2 + (sen 3+cos3)2= 2\left(sen\:3\:-\:cos3\right)^2\:+\:\left(sen\:3+cos3\right)^2=\:2(sen3−cos3)2+(sen3+cos3)2=2
1−5cos2x=4−3sin2x1-5\cos^2x=4-3\sin^2x1−5cos2x=4−3sin2x
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