if the pth term of an A.P is (2p + 3). find the A.P.
Answers
Answered by
58
Given :
pth term of an A.P is (2p + 3)
To Find : A.P.
Solution :
pth term of A.P is 2p+3
pt = 2p+3
By substituting the values of t=1,2,3.... we get the A.P
p1=2(1)+3 =5
p2=2(2)+3=7
p3=2(3)+3=0
and so on...
∴ The required A.P is 5,7,9....
pth term of an A.P is (2p + 3)
To Find : A.P.
Solution :
pth term of A.P is 2p+3
pt = 2p+3
By substituting the values of t=1,2,3.... we get the A.P
p1=2(1)+3 =5
p2=2(2)+3=7
p3=2(3)+3=0
and so on...
∴ The required A.P is 5,7,9....
Answered by
37
Solution:
Given:
pth term of an A.P is (2p + 3)
tp= 2p+3
Put p=1,2,3....
t(1) = 2× 1 +3= 2+3=5
t(2)= 2×2+3= 4+3= 7
t(3) = 2×3+3=6+3= 9
Hence, the A.P is 5, 7, 9.....
==================================================================
Hope this will help you...
Given:
pth term of an A.P is (2p + 3)
tp= 2p+3
Put p=1,2,3....
t(1) = 2× 1 +3= 2+3=5
t(2)= 2×2+3= 4+3= 7
t(3) = 2×3+3=6+3= 9
Hence, the A.P is 5, 7, 9.....
==================================================================
Hope this will help you...
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