4) The number of distinct sequences we can make using the letter 'J' three times and the letter 'K'
five times (eg. JJJKKKKK, JJKKJKKK, etc.) is-
Please help me, guys. It will be helpful
Answers
Answered by
7
Answer:
Step-by-step explanation:
total letters=8
no. of ways=8!
j=3 and k=5 so divide ans by 3! and 5!
final answer=8!/(3!x5!)=(8x7x6)/(3x2)
=56
Similar questions