limx→0 1−tanx1−senx\lim_{x\to0}\:\frac{1-tanx}{1-senx}x→0lim1−senx1−tanx
x6⋅x3⋅x4x^6\cdot x^3\cdot x^4x6⋅x3⋅x4
1+(−35)+(−33)1+\left(-35\right)+\left(-33\right)1+(−35)+(−33)
−8(−9)(−9)-8\left(-9\right)\left(-9\right)−8(−9)(−9)
25x2+2165x25x^2+\frac{216}{5}x25x2+5216x
3.323.3^23.32
(3a2−a)3\left(3a^2-a\right)^3(3a2−a)3
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