which term of the Ap 3,15,27,... Wimbe 120 More than its 21 tearm
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Given A.P is 3,15,27......
Here a(first term)=3
d (common difference) = 12
Let the term of A.P which is 120 more than its 21st term = a+(n-1)d
Therefore a+(n-1)d = 21st term +120
3 + (n-1)12 = a+20d + 120
3+12n-12 = 3+20*12+120
12n - 9 = 123+240
12n = 363+9
n = 372/12
⇒ n=31 st term
Therefore the 31st term will be 120 more than its 21st term
Here a(first term)=3
d (common difference) = 12
Let the term of A.P which is 120 more than its 21st term = a+(n-1)d
Therefore a+(n-1)d = 21st term +120
3 + (n-1)12 = a+20d + 120
3+12n-12 = 3+20*12+120
12n - 9 = 123+240
12n = 363+9
n = 372/12
⇒ n=31 st term
Therefore the 31st term will be 120 more than its 21st term
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