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Assertion: There are infinite geometric progressions of for which `27,8` and `12` are three of its terms (not necessarily consecutive). Reason: Given terms are integers. (A) Both assertion and reason are correct and Reason is the correct explanation of assertion. (B) Both assertion and reason are correct and Reason is not correct explanation of assertion. (C) Assertion is correct and reason is false. (D) assertion is false and reason is correct.

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CENGAGE ENGLISH-SEQUENCES AND SERIES-All Questions
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  2. in a G.P (p+q)th term = m and (p-q) th term = n , then find its p th t...

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  3. Assertion: There are infinite geometric progressions of for which 27,8...

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  4. If A1, A2, G1, G2, ; a n dH1, H2 are two arithmetic, geometric and har...

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  10. The numbers 1, 4, 16 can be three terms (not necessarily consecutive) ...

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  12. If (1^2-t1)+(2^2-t2)+---+(n^2-tn)=(n(n^2-1))/3 , then tn is equal to a...

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  13. If b(n+1)=1/(1-bn)forngeq1a n db1=b3, t h e nsum(r=1)^(2001)b r^ 2001 ...

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  14. Let a1, a2, a3, ,a(100) be an arithmetic progression with a1=3a n dsp...

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  15. If 1^2+2^2+3^2++2003^2=(2003)(4007)(334) and (1)(2003)+(2)(2002)+(3)(2...

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  16. The value of sum(i=1)^nsum(j=1)^isum(k=1)^j1=220 , then the value of ...

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  17. The sum of 0. 2+0.004+0. 00006+0. 0000008+... to oo is a.(200)/(891) ...

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  18. If tn=1/4(n+2)(n+3) for n=1, 2 ,3,.... then 1/t1+1/t2+1/t3+....+1/(t(...

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  19. The coefficient of x^(19) in the polynomial (x-1)(x-2)(x-2^2)(x-2^(19)...

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