In an A.P ^an- = 3+2n then the 5th term
Answers
Answered by
0
The common difference of an A.P. is given by a
The common difference of an A.P. is given by a n+1
The common difference of an A.P. is given by a n+1
The common difference of an A.P. is given by a n+1 −a
The common difference of an A.P. is given by a n+1 −a n
The common difference of an A.P. is given by a n+1 −a n
The common difference of an A.P. is given by a n+1 −a n
The common difference of an A.P. is given by a n+1 −a n ∴d=a
The common difference of an A.P. is given by a n+1 −a n ∴d=a n+1
The common difference of an A.P. is given by a n+1 −a n ∴d=a n+1
The common difference of an A.P. is given by a n+1 −a n ∴d=a n+1 −a
The common difference of an A.P. is given by a n+1 −a n ∴d=a n+1 −a n
The common difference of an A.P. is given by a n+1 −a n ∴d=a n+1 −a n
The common difference of an A.P. is given by a n+1 −a n ∴d=a n+1 −a n
The common difference of an A.P. is given by a n+1 −a n ∴d=a n+1 −a n =3+2(n+1)−(3+2n)
The common difference of an A.P. is given by a n+1 −a n ∴d=a n+1 −a n =3+2(n+1)−(3+2n)=2n+2−2n
The common difference of an A.P. is given by a n+1 −a n ∴d=a n+1 −a n =3+2(n+1)−(3+2n)=2n+2−2n=2
The common difference of an A.P. is given by a n+1 −a n ∴d=a n+1 −a n =3+2(n+1)−(3+2n)=2n+2−2n=2Hence, the common difference d=2
Similar questions