Let FF be the radial force field F$=$xi$+$yjF$=$xi$+$yj$.$ Find the work done by this force along the following two curves, both which go from $(0,0)$ to $(1,1).($Compare your answers!$)$

A$.$ If C$1$C$1$ is the parabola: x$=$t$,$y$=$t$2,0$t$1$x$=$t$,$y$=$t$2,0$t$1,$ then $$C$1$F$$dr$=$C$1$F$$dr$=$

B$.$ If C$2$C$2$ is the straight line segment: x$=1$t$2,$y$=1$t$2,0$t$1$x$=1$t$2,$y$=1$t$2,0$t$1,$ then $$C$2$F$$dr$=$C$2$F$$dr$=$