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Given That G=3x2i+10y4j\vec{G}=3 x^{2} \vec{i}+10 y^{4} \vec{j} Find a Function G So That

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Given that G=3x2i+10y4j\vec{G}=3 x^{2} \vec{i}+10 y^{4} \vec{j} find a function g so that G=gradg.\vec{G}=\operatorname{grad} g . Use the function g to compute CGdr\int _ { C } \vec { G } \cdot d \vec { r } where C is a curve beginning at the point (2, 4)and ending at the point (0, 1).


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