Could use some help on these thank you pls

1. Calculate f0 F(r) or for the given vector function F and curve C: F : [Iy,$2y2]. C is the straight line from point (2,0) to (0, 2). 2. Repeat the previous problem with the same F but with C being the quartercircle from (2,0) to (0I 2) with center (0,0). 3. Calculate fCF(r)'r for F = [my,yz,za:], C : r = [2 cost,t,2sint] from (2,0,0) to (2,27r,0). 4. Evaluate ION/4 owsy 3:2 siny dmdy. Show all steps of integration for credit (use of symbolic solver not allowed, except for checking your answer) . 5. Find the area. of the region in the plane bounded by the curves :1: = U, x=1,y=x,andy=1+. 6. Find the volume of the region above the nayplane and below the paraboloid z = 4 (:1:2 + 312). There is a typo on questions 1,2, and 3 (the perils of cut and paste). The integral expression should of course say dr after the dot, not r. It is the form of equation (3) in section 10.1. Sorry for any confusion