Question

Consider an odd natural number a and an even natural number b. Express the sum of a and b in
terms of any integer k​

Answer 1

Answer:

If A={x:x is a natural number },B={x:x is an even natural number}C={x:x is an odd natural number} and D={x:x is a prime number }, find

If A={x:x is a natural number },B={x:x is an even natural number}C={x:x is an odd natural number} and D={x:x is a prime number }, find(i) A∩

If A={x:x is a natural number },B={x:x is an even natural number}C={x:x is an odd natural number} and D={x:x is a prime number }, find(i) A∩ (ii) A∩C

If A={x:x is a natural number },B={x:x is an even natural number}C={x:x is an odd natural number} and D={x:x is a prime number }, find(i) A∩ (ii) A∩C (iii) A∩D

If A={x:x is a natural number },B={x:x is an even natural number}C={x:x is an odd natural number} and D={x:x is a prime number }, find(i) A∩ (ii) A∩C (iii) A∩D (iv) B∩C

If A={x:x is a natural number },B={x:x is an even natural number}C={x:x is an odd natural number} and D={x:x is a prime number }, find(i) A∩ (ii) A∩C (iii) A∩D (iv) B∩C (v) B∩D

If A={x:x is a natural number },B={x:x is an even natural number}C={x:x is an odd natural number} and D={x:x is a prime number }, find(i) A∩ (ii) A∩C (iii) A∩D (iv) B∩C (v) B∩D (vi) C∩D