Question

There are $4$ boys and $4$ girls. In how many ways they can sit in a row.

• A. There is no restriction
• B. Not all girls sit together
• C. No two girls sit together
• D. All boys sit together and all

Answer 1

The correct option is D All boys sit together and all

$As$ $there$ $are$ $no$ $other$ $conditions$ $mentioned,$ $they$ $have$ $no$ $restriction$ $and$ $can$ $sit$ $in$ $4$x$4$ $=$ $16$ $different$ $arrangements$ $in$ $a$ $row.$

$Solution$ $is$ $Option$ $A$