किसी समांतर श्रेणी का 3 पद 18 पद 30 श्रेणी के 17 पदों का योग ज्ञात करो
Answers
Answered by
16
Hay dear friend according to the question we know that
T3 = 18
T7 = 30
so,
we also write it this form
a + 2d =18 -----------(1)
a + 6d = 30 ----------(2)
if we subtract both equations then we get
d = 4 Now,
if we put the value of d in the first equations so
a + 2×4 = 18
a + 8 = 18
a = 18-8
a = 10
Then,
we know that formula - Sn = n/2(2a +(n-1)d)
Sn = 17/2(2×10(17-1)4)
Sn = 17/2(20+64)
Sn = 17/2×84
Sn = 714
I hope it's help you
T3 = 18
T7 = 30
so,
we also write it this form
a + 2d =18 -----------(1)
a + 6d = 30 ----------(2)
if we subtract both equations then we get
d = 4 Now,
if we put the value of d in the first equations so
a + 2×4 = 18
a + 8 = 18
a = 18-8
a = 10
Then,
we know that formula - Sn = n/2(2a +(n-1)d)
Sn = 17/2(2×10(17-1)4)
Sn = 17/2(20+64)
Sn = 17/2×84
Sn = 714
I hope it's help you
satyendragaur:
genius girl
Similar questions