y=sinx5y=\sin x^5y=sinx5
y′=5x4cosx5;y′(12)=5∗124∗cos125>0y'=5x^4\cos x^5; y'(12)=5*12^4*\cos12^5>0y′=5x4cosx5;y′(12)=5∗124∗cos125>0 therefore the graph is increasing
y′′=20x3cosx5−25x8sinx5;y′′(12)<0y''=20x^3\cos x^5-25x^8\sin x^5; y''(12)<0y′′=20x3cosx5−25x8sinx5;y′′(12)<0 therefre the graph concaves down
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