limx→−2(5x−2)\lim_{x\to-2}\left(5x-2\right)x→−2lim(5x−2)
2cos(x)+2sin(x)tan(x)=42cos\left(x\right)+2sin\left(x\right)tan\left(x\right)=42cos(x)+2sin(x)tan(x)=4
−3(4−2[6−3+4(5−7)]+3)-3\left(4-2\left[6-3+4\left(5-7\right)\right]+3\right)−3(4−2[6−3+4(5−7)]+3)
∫q4ln(2q)dq\int q^4ln\left(2q\right)dq∫q4ln(2q)dq
f(−3)=2x3+0x2−6x+14f\left(-3\right)=2x^3+0x^2-6x+14f(−3)=2x3+0x2−6x+14
9+31.249+31.249+31.24
(5x3+3x2)2\left(5x^3+3x^2\right)^2(5x3+3x2)2
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