1. Find the equation of the tangent to y = esx at the point (0,1) a) y = x+n b) y = ex+1 c) y=-x-1 d) y=x+1 2. If f(x) = sinx/ex, find f ' (0) ale b) 1 C) It d) 1/e 3. If f(x) = Vx + vex + ve, find f ' (1) a) (1 + Ve)/2 b) 1/Ve c) 1+e d) 0.5 4. Find the equation of the tangent to y = x10* at x = 1 a) x + (In10)y = 0b) (In10)x -y + 10in10 = 0 c) (10 + 1010)x -y - 10In10 = 0 d) (10In10)x + y + 10In10 = 0 5. Find the equation of the tangent to y = 3ex + 3ex that is parallel to y = 6ex + 5 a) 6ex-y = 0 b) 6ex-y = 6e c) 6ex + y =0 d) 6ex + y = 6e