Compare the components of vector equation vecF_(1)+vecF_(2)+vecF_(3)=v

1.	Compare the components of vector equation vecF_(1)+vecF_(2)+vecF_(3)=vecF_(4).
Answer» Solution :We can resolve all the VECTORS in x, y and z components with respect to Cartesian coordinate system. Once we resolve the components we can separately equate the x components on both SIDES, y components on both sides, and z components on both the sides of the equation, we then get `F_(1X)+F_(2x)+F_(3X)=F_(4x)` `F_(1y)+F_(2y)+F_(3y)+F_(4Y)` `F_(1z)+F_(2z)+F_(3z)+F_(4z)`

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