∫1(x2−6x+5)dx\int\frac{1}{\left(x^2-6x+5\right)}dx∫(x2−6x+5)1dx
(t−2)(t−4)\left(t-2\right)\left(t-4\right)(t−2)(t−4)
x2−4−117x^2-4-117x2−4−117
cos(20)−cos(40)=0\cos\left(20\right)-\cos\left(40\right)=0cos(20)−cos(40)=0
35.245+23.6535.245+23.6535.245+23.65
a6.(a2)3.(a4)2a.a3.(a2)3\frac{a^6.\left(a^2\right)^3.\left(a^4\right)^2}{a.a^3.\left(a^2\right)^3}a.a3.(a2)3a6.(a2)3.(a4)2
36.25.5293.43.5\frac{3^6.2^5.5^2}{9^3.4^3.5}93.43.536.25.52
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