6, 10, 14 ... are in Arithmetic progression. Find its 15th term.
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Answers
Answered by
22
Answer:
Step-by-step explanation:
Given:-
To find:-
Solution:-
∴ The 15th term of the above arithmetic progression is 62.
Answered by
10
Given,
The AP: 6,10,14,---
To find,
The 15th term of the AP.
Solution,
The 15th term of 6,10,14,--- will be 62.
According to the question,
The AP: 6,10,14,---
The first term (a) = 6
Common difference(d) = second term - first term
d = 10-6
d = 4
We know that the following formula is used to find the nth term:
an = a+(n-1)d
a15 = 6+(15-1)4
a15 = 6+(14)4
a15 = 6+56
a15 = 62
Hence, the 15th term of 6,10,14,--- is 62.
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