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[ begin{array}{l} y=frac{sin left(x^{5} ight)}{x^{5}} y^{prime}=frac{x^{5} cdot frac{d}{d x} sin left(x^{5} ight)-sin left(x^{5} ight) cdot frac{d}{d x}left(x^{5} ight)}{left(x^{5} ight)^{2}} end{array} ] power chain product
\\[ \\begin{array}{l} y=\\frac{\\sin \\left(x^{5}\ ight)}{x^{5}} \\\\ y^{\\prime}=\\frac{x^{5} \\cdot \\frac{d}{d x} \\sin \\left(x^{5}\ ight)-\\sin \\left(x^{5}\ ight) \\cdot \\frac{d}{d x}\\left(x^{5}\ ight)}{\\left(x^{5}\ ight)^{2}} \\end{array} \\] power chain product quotient
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