Question 1170587
1. The word is 9 letters long so the number of arrangements possible would be 9! (9*8*7*6*5*4*3*2*1) which is 362880

2. If RITME must stay in the order, you have to find the number of arrangements for ALGO. This is because if you were to find the arrangements of ALGOR or anything with the letters of RITME, you would mess up the order. The number of arrangements should be 4! or 24.

3. 24/362880, which simplifies to 1/15120.