Find the third-degree Taylor polynomial of the function $f ( x ) = e ^ { x ^ { 2 } } - x ^ { 2 } \cos \sqrt { x } \text { at } a = 0$ .

Name: Find the third-degree Taylor polynomial of the function $f ( x ) = e ^ { x ^ { 2 } } - x ^ { 2 } \cos \sqrt { x } \text { at } a = 0$ .
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The Answer of Find the third-degree Taylor polynomial of the function $f ( x ) = e ^ { x ^ { 2 } } - x ^ { 2 } \cos \sqrt { x } \text { at } a = 0$ .

Find the Third-Degree Taylor Polynomial of the Function f(x)=ex2−x2cos⁡x at a=0f ( x ) = e ^ { x ^ { 2 } } - x ^ { 2 } \cos \sqrt { x } \text { at } a = 0f(x)=ex2−x2cosx​ at a=0

Find the Third-Degree Taylor Polynomial of the Function $f ( x ) = e ^ { x ^ { 2 } } - x ^ { 2 } \cos \sqrt { x } \text { at } a = 0$