x2+2y2=13k2x^2+2y^2=13k^2x2+2y2=13k2
(secx)(cotxsinx)=csc2x\left(secx\right)\left(\frac{cotx}{sinx}\right)=csc^2x(secx)(sinxcotx)=csc2x
sen2sec2+sen2csc2=sec2sen^2sec^2+sen^2csc^2=sec^2sen2sec2+sen2csc2=sec2
(4xyy3)−3\left(\frac{4xy}{y^3}\right)^{-3}(y34xy)−3
7x−3≥107x-3\ge107x−3≥10
log x3y2z5\log\:\frac{x^3y^2}{\sqrt{z^5}}logz5x3y2
−(7 − 4) − 14 -\left(7\:-\:4\right)\:-\:14\:−(7−4)−14
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