sin2csc=sin3\frac{\sin^2}{\csc}=\sin^3cscsin2=sin3
−12+2(−1)+5-1^2+2\left(-1\right)+5−12+2(−1)+5
a−b+a−ba-b+a-ba−b+a−b
(−9 +1)−(7− 5 ) \left(-9\:+1\right)-\left(7-\:5\:\right)\:(−9+1)−(7−5)
+4+7a2−11ab+b2−7a2+11ab+b2−8+4+7a^2-11ab+b^2-7a^2+11ab+b^2-8+4+7a2−11ab+b2−7a2+11ab+b2−8
dydx+y=e{−3x}\frac{dy}{dx}+y=e\left\{-3x\right\}dxdy+y=e{−3x}
x2−6x=72x^2-6x=72x2−6x=72
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