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Consider the Vector Field F=(Ax+By)i+(Bx+Cy)j\vec { F } = ( A x + B y ) \vec { i } + ( B x + C y ) \vec { j }

question 16

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Consider the vector field F=(Ax+By)i+(Bx+Cy)j\vec { F } = ( A x + B y ) \vec { i } + ( B x + C y ) \vec { j } for certain constants A, B and C.
Use the definition of the line integral to evaluate CFdr\int_{C} \vec{F} \cdot d \vec{r} , where C is the line from (1, 0)to (11, 1).


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