To prove “every multiple of 4 is even”, we can write a multiple of 4 as 4k and note that:
- 4k = 4 + k
- 4k = 2(2k)
- 4k = 2 + 2k
- 4k = k^4
Answer
B) 4k = 2(2k)
4k = 2(2k) is 2 times an integer, so it is even. SLO M-09-B-13 · Knowledge
Mathematics MCQ · More Logic MCQs · Practise