In an arthmetic progression the sum of first 6 terms is 42. The ratio of 10th and 30th term is 1 :3 .find its 1st and 13th term.
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0
1st term = 2
13th term = 26
here first term(a) and the common difference(d) will be equal i.e equal to 2.
(to get this use the ratio given).
13th term = 26
here first term(a) and the common difference(d) will be equal i.e equal to 2.
(to get this use the ratio given).
Answered by
1
Sum of first 6 terms= 42
a10/a30= 1/3
3*a10=a30
3*(a+9d)=a+29d
3a+27d=a+29d
2a=2d
a=d
S=n/2[2a+(n-1)d]
42=6/2[2a+5d]
42=3(2a+5a) since a=d
42=21a
a=2
d=2
a13=a+12d
=2+12*2
=26
hope its helpful
plzz mark brainiest
a10/a30= 1/3
3*a10=a30
3*(a+9d)=a+29d
3a+27d=a+29d
2a=2d
a=d
S=n/2[2a+(n-1)d]
42=6/2[2a+5d]
42=3(2a+5a) since a=d
42=21a
a=2
d=2
a13=a+12d
=2+12*2
=26
hope its helpful
plzz mark brainiest
sinhaankitalko:
thanks
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