Sum of all multiples of 3 lying between 200 and 300
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Answered by
6
201+204+207+210+....................+207
a=201
d=3 Sn=n/2(a+Tn)
Tn=207 =3/2(201+207)
a+(n-1)d=207 =3/2(408)
201+(n-1)3=207 =3(204)
(n-1)3=207-201 =612
n-1=6/3
n-1=2
n=2
a=201
d=3 Sn=n/2(a+Tn)
Tn=207 =3/2(201+207)
a+(n-1)d=207 =3/2(408)
201+(n-1)3=207 =3(204)
(n-1)3=207-201 =612
n-1=6/3
n-1=2
n=2
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Answered by
6
A.P formed - 201, 204,207.......300
Here a= 201
d= 3
300 = 201 + (n -1 )3
300-201 = 3n -3
99 +3 = 3n
102 = 3n
n = 102/3
n = 34
Sn = n( 2a + ( n-1) d ) /2
= 34/2 ( 2x201 + (34-1)3
= 17 ( 402 + 99)
= 2085
Here a= 201
d= 3
300 = 201 + (n -1 )3
300-201 = 3n -3
99 +3 = 3n
102 = 3n
n = 102/3
n = 34
Sn = n( 2a + ( n-1) d ) /2
= 34/2 ( 2x201 + (34-1)3
= 17 ( 402 + 99)
= 2085
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