Can I please get a handwritten answer to this question?

The paper year 2022

(a) Draw a Venn diagram, showing a Universal Set, U, and three generic sets, A, B and C, [4%] shading the set AU(BOC) (b) Find an expression, involving A, B, C, , and the complementation symbol for [4%] the set illustrated in the Venn diagram of Figure 3.1. U A B C Figure 3.1 (c) The set X is defined as follows: X = {2, 4, 6, 8, 10} Express the following sets as explicit lists of members, where Z is the set of all [8%] integers, positive and negative: Z = { . .., -2, -1, 0, 1, 2, ... }. (i) {m E Z: m/3 E X} (ii) {m E Z: 2m E X} (iii) {m EZ: Vm E X} (iv) {mEZ:m' EX} (d) If R is the set of all real numbers (points in an infinite line), then the Cartesian product [4%] RxR is the set of all points in the two-dimensional plane. Make a sketch of the plane, including labelled x and y axes. Show on your sketch the following subset: L = {(x, y) ER X R: 2x - y = 2}