There are 10 persons named \[A,\ B,.......J\]. We have the capacity to accommodate only 5. In how many ways can we arrange them in a line if \[A\] is must and \[G\] and \[H\] must not be included in the team of 5

There are 10 persons named \[A,\ B,.......J\]. We have the capacity to

1.	There are 10 persons named \[A,\ B,.......J\]. We have the capacity to accommodate only 5. In how many ways can we arrange them in a line if \[A\] is must and \[G\] and \[H\] must not be included in the team of 5
A.	\[^{8}{{P}_{5}}\]
B.	\[^{7}{{P}_{5}}\]
C.	\[^{7}{{C}_{3}}(4\ !)\]
D.	\[^{7}{{C}_{3}}(5\ !)\]
Answer» E.

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There are 10 persons named \[A,\ B,.......J\]. We have the capacity to accommodate only 5. In how many ways can we arrange them in a line if \[A\] is must and \[G\] and \[H\] must not be included in the team of 5

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