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VGS PUBLICATION-BRILLIANT-PROGRESSIONS-EXERCISE
- 1+2+3+..+n=….
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- Using the principle of Mathematical Induction , forall n in N, prove t...
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- In an AP 7a(7) = 11 a(11) then a(18) = ……….
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- AM of 24 and 16 is ………….
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- If a,b,c are in AP then 2b = ………….
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- The sum of first 40 positive intergers divisible by 6 is …………
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- a(n) = 9-5n, a(4) = ………….
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- In a GP, a(8) = 192, r=2 then a(12) = …………
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- 2, -6, 18, -54, ………….r = ………….
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- 5/2, 5/4, 5/8, ………… a(n) = …………….
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- 1/(sqrt2), -2, 8/(sqrt2), …………..a(5) = …………….
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- 3, -3^(2), 3^(3), ……….a(6) = …………..
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- In a G.P. a = 81, r = -1/3, a(3) = ……….
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- In a G.P. 25, -5, 1, -1/5, ……..r = …….
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- Sn in A.P.=
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- In AP a(12) = 37, d = 3, then a = …………..
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- In the above problem a5=…
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- -1, 1/4, 3/2,…………. . Sum to 10 terms = ………….
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- Find the sums given below: (iii) -5+(-8)+(-11)+……+(-230)
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- Find the sum of : (i) The first 1000 positive intergers .
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