in an Ap the sum of first n terms is 3nsquare/2 +5n/2 find its 25 term
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Given
(3n^2/2)+(5n/2)
so
n=1
(3n^2/2)+(5n/2)
=(3(1)^2/2)+(5(1)/2)
= (3/2)+(5/2)
=(3+5)/2
=4 =a (since S(1) is a)
n=2
(3n^2/2)+(5n/2)
=(3(2)^2/2)+(5(2)/2)
=(3(4)/2)+(10/2)
=(12/2)+(10/2)
= 6+5
=11 = a+d (since S2 is a+d)
so
a=4
a+d=11
4+d=11
d=7
n=25
a(n)=a+(n-1)d
a(25)=4+(25-1)7
=4+(24)7
=4+168
a(25)=172
thumbs up plz
(3n^2/2)+(5n/2)
so
n=1
(3n^2/2)+(5n/2)
=(3(1)^2/2)+(5(1)/2)
= (3/2)+(5/2)
=(3+5)/2
=4 =a (since S(1) is a)
n=2
(3n^2/2)+(5n/2)
=(3(2)^2/2)+(5(2)/2)
=(3(4)/2)+(10/2)
=(12/2)+(10/2)
= 6+5
=11 = a+d (since S2 is a+d)
so
a=4
a+d=11
4+d=11
d=7
n=25
a(n)=a+(n-1)d
a(25)=4+(25-1)7
=4+(24)7
=4+168
a(25)=172
thumbs up plz
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