For instructions go to: whointr.htm
Consider distributing Primes sheet or Primes blank sheet to students before beginning so they may see that 2 and 3 are the only primes not one more or one less than a multiple of six.
Teachers might use the presentation page rather than this page when playing a computer projected game.
I have 2. Who has the prime one larger than 50 times this? |
I have 101. Who has the two-digit prime with two of the same digits? |
I have 11. Who has the other prime in this number's prime pair? |
I have 13. Who has the prime 70 larger than this? |
I have 83. Who has the prime 12 smaller than this? |
I have 71. Who has the prime with digits in reverse order? |
I have 17. Who has the prime one larger than 6 x 10? |
I have 61. Who has the smallest odd prime? |
I have 3. Who has the next largest prime? |
I have 5. Who has the prime that is 14 larger than this? |
I have 19. Who has the prime 54 larger than this? |
I have 73. Who has the prime 20 smaller than this? |
I have 53. Who has the prime 6 smaller than this? |
I have 47. Who has the prime 10 smaller than this? |
I have 37. Who has the next prime after this? |
I have 41. Who has the other prime in this number's prime pair? |
I have 43. Who has the prime 20 smaller than this? |
I have 23. Who has the next prime? |
I have 29. Who has the prime that is 60 larger? |
I have 89. Who has the next prime? |
I have 97. Who has the prime that is 30 smaller? |
I have 67. Who has the prime with the same units digit and no tens digit? |
I have 7. Who has the prime one smaller than 6x10? |
I have 59. Who has the prime one more than 6x5? |
I have 31. Who has the prime one more than 6x13? |
I have 79. Who has the only even prime? |