Do You Know? 2

  • FB Share
  • Abhishek Kumar

    Apr 11th, 2019

Do You Know? 1

  • FB Share
  • Abhishek Kumar

    Apr 11th, 2019

Prime Number Problem 25

  • FB Share
  • Abhishek Kumar

    Apr 1st, 2019

  • Priyangshu Pramanick Apr 2nd, 2019

    (a)True

Prime Number Problem 24

  • FB Share
  • Abhishek Kumar

    Mar 10th, 2019

  • Pritam Paul Mar 10th, 2019

    (B) False. Its not always true. As an example if we put 23, we get product of 3 prime numbers.

Algebra Problem

  • FB Share
  • Abhishek Kumar

    Mar 10th, 2019

Prime Number Problem 20

  • FB Share
  • Abhishek Kumar

    Feb 17th, 2019

Prime Number Problem 19

  • FB Share
  • Abhishek Kumar

    Feb 17th, 2019

Prime Number Problem 18

  • FB Share
  • Abhishek Kumar

    Feb 17th, 2019

Prime Number Problem 17

  • FB Share
  • Abhishek Kumar

    Feb 17th, 2019

Prime Number Problem 16

  • FB Share
  • Abhishek Kumar

    Mar 24th, 2019

  • Priyangshu Pramanick Mar 10th, 2019

    1 only........cause a prime number is always a odd.....so if we add q 3 thats even....but p is odd

Model Answer:

p=5 and q=2 is one obvious solution.

Now suppose both p, q>3.

p and q can only be of the forms 6k+1 or 6k+5.

Since p-q=3, both must be of the same forms.

But then difference will be divisible by 6.

Therefore, p-q cannot be equal to 3.

Thus, p=5, q=2 is the only possible solution.