If the nth if an Ap is tn=3n-2what is command difference
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Answered by
34
If n is 1
T1=3-2=1
If n is 2
Then
T2=6-2=4
If not 3
T3=9-2=7
So common difference is a k+1 -a k
So commom difference is 3
T1=3-2=1
If n is 2
Then
T2=6-2=4
If not 3
T3=9-2=7
So common difference is a k+1 -a k
So commom difference is 3
Answered by
0
The common difference d for the given series is 3.
Given:
nth term of an AP Arithmetic Progression is tn = 3n - 2
To Find:
The common difference d.
Solution:
Let, n = 1 then,
T1 = 3(1) - 2
= 3 - 2
=1
Let, n = 2 then,
T2 = 3(2) - 2
= 6 - 2
=4
Let, n = 3 then,
T3 = 3(3) - 2
= 9 - 2
=7
The common difference d for terms m1, m2, m3, ...., mn in AP is calculated as:
d = m3 - m2 = m2 - m1
d = 7 - 4 = 4 - 1
d = 3
Hence, the common difference d for the given series is 3.
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