The 3rd term of an AP is 34 and common difference is 5.find it's 10th term?
Answers
Answered by
7
Common difference (d) = 5
Third Term = 34
Also, Third term = a + 2d
Thus, a + 2d = 34
=> a + 2(5) = 34
=> a + 10 = 34
=> a = 24
Hence, Tenth term = a + 9d
= 24 + 9(5)
= 24 + 45
= 69
Thereby, 10th term of the given AP is 69.
Answered by
10
d = 5
Third Term = 34 = a + 2d
a + 2d = 34
a + 2(5) = 34
a + 10 = 34
a = 24
So, Tenth term = a + 9d
= 24 + 9(5)
= 24 + 45
= 69
Therefore, 10th term of AP is 69.
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