Show by Venn diagrams the relationship between the following pairs of sets: If: A = Set of natural numbers, B = Set of prime numbers and C = Set of even prime numbers.
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(i) X = {letters of English alphabet upto ‘h’};
Y = {all the vowels of English alphabet}
(ii) A = {even numbers less than 10};
B = {odd numbers less than 10}
(iii) C = {multiple of 5 less than 30};
D = {multiple of 3 less than 20}
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