2(x2+y2)2\left(x^2+y^2\right)2(x2+y2)
y2dy−3x5dx=0y^2dy-3x^5dx=0y2dy−3x5dx=0
cos(2)x(1+tan(2)x)=1cos^{\left(2\right)}x\left(1+tan^{\left(2\right)}x\right)=1cos(2)x(1+tan(2)x)=1
9x2−64y29x^2-64y^29x2−64y2
(3m2n3w5)4\left(3m^2n^3w^5\right)^4(3m2n3w5)4
−92+−36+31+−15+18-92+-36+31+-15+18−92+−36+31+−15+18
−3x2>−21x+30-3x^2>-21x+30−3x2>−21x+30
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