y2yy^2\sqrt{y}y2y
232+43−1323^2+43-1^3232+43−13
−4cos(x)−12=2cos(x)−6-4cos\left(x\right)-12=2\cos\left(x\right)-6−4cos(x)−12=2cos(x)−6
5t2+3t2+3t2−4t2−7t25t^2+3t^2+3t^2-4t^2-7t^25t2+3t2+3t2−4t2−7t2
0.803+0.1403+0.350.803+0.1403+0.350.803+0.1403+0.35
(x − 4) (x3 − 5 x2 − 12 x − 1) \left(x\:-\:4\right)\:\left(x^3\:-\:5\:x^2\:-\:12\:x\:-\:1\right)\:(x−4)(x3−5x2−12x−1)
4 (x + 5) ≤ x + 84\:\left(x\:+\:5\right)\:\le\:x\:+\:84(x+5)≤x+8
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