if a and D are the first term and common difference of an A.P
then the 8th term is
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6
Answer:
Theorem:-Let a be the first term and d be the common difference of an AP. Then its nth term and general term is given by an=a+(n-1)d.
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The 8th term is a+7D.
Given:
First term=a
Common difference=D
To find:
The 8th term
Solution:
We can obtain the required term by using the following formula.
The A.P.'s 8th term, a8= first term +(8-1)×common difference
We will substitute the given values in the formula and get the value of the required term.
Using the values, we get
a8=a+(8-1)D
a8=a+7D
Therefore, the 8th term is a+7D.
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