If the 3 rd term of an AP is 12and
7 th term is 24. then the 10 th
term is
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8
□Answer□
10th term of AP is 33.
□Explanation□
Tn = a+(n-1)d
We have,
T3 = 12
a+(3-1)d = 12
a+2d = 12 ......(1)
T7 = 24
a+(7-1)d = 24
a+6d = 24 .......(2)
By subtracting Eq (1) from Eq (2), we get:
(a+9d) - (a+2d) = 24 - 12
a+6d-a-2d = 12
4d = 12
d = 3
Now, putting the value of 'd=3' in (1), we get:
a+2×3 = 12
a = 12-6
a = 6
Thus,
T10 = a+(n-1)d
= 6+(10-1)3
= 6+27
= 33
Hence, the tenth term is 33.
Answered by
1
Answer:
10th term of AP is 33 I this this may
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