Question

In how many ways can 3 girls and 5 boys be arranged in a row so that all the 3 girks are together

Answer 1

Let take that 3 together girls as 1 group or 1 porsen

so , total persons are 1 girl group (1 person) + 5 boys = 6


so , we can arrange 6 persons in 6p6 = 6! = 720 ways

so , in 720 ways 3 girls arranged ways in 3p3 = 3! = 6 ways
means like { (B1B2B3) ,(B2B3B1),(B3B1B2),(B1B3B2),(B2B1B3),(B3B2B1) }

so the total ways are
= m × n

= 720 × 6

= 4320 ways

4320 ways can 3 girls and 5 boys be arranged in a row so that all the 3 girks are together