(i) On the Venn diagram below, draw sets $X$ and $Y$ such that $\mathrm{n}(X \cap Y) = 0$. (ii) On the Venn diagram below, draw sets $A$, $B$ and $C$ such that $C \subset (A \cup B)'$.

Additional Mathematics 4037/12 — October/November 2017

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Topics Trigonometry · Calculus · Logarithmic and exponential functions · [Legacy] Set language and notation · Series · Straight-line graphs · +5 more

Q1[Legacy] Set language and notationFree sample

(i)

On the Venn diagram below, draw sets $X$ and $Y$ such that $\mathrm{n}(X \cap Y) = 0$ .

Fig. 1

(ii)

On the Venn diagram below, draw sets $A$ , $B$ and $C$ such that $C \subset (A \cup B)'$ .

Fig. 2

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