SOLUTION: Sir/Mam, Respectfully,Kindly tell me how can i solve my maths problem.My question is given Below .Please try to solve my problem soon because my examination is near. The questi

Question 618050: Sir/Mam,
Respectfully,Kindly tell me how can i solve my maths problem.My question is given Below .Please try to solve my problem soon because my examination is near. The question are-" If p and q consecutive natural numbers (in increasing order), then which of the following is true?
The options are-
(i)q^2

p (iii)(q+1)^2>p^2 (iv)(P+2)^2 < q^3 "
Thanking you.
Answer by CubeyThePenguin(3113) (Show Source): You can put this solution on YOUR website!
Let p = 1 and q =2.

q^2 < p --> 2^2 < 1, not true

2p > p --> 2 > 1, true

(q+1)^2 > p^2 --> 9 > 1, true

(p+2)^2 < q^3 --> 9 < 8, not true

statements (ii) and (iii) are true.

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