If P(n) : (2n + 7) < (n + 3)2then P(3) is...
If P(n) : (2n + 7) < (n + 3)2 then P(3) is
• a)
(2 x 3 + 7 x 3) < (3 + 3)2
• b)
(23 + 7) < (n + 3)2
• c)
(2 x 3 + 7) < (3 + 3)2
• d)
(32 + 7) < (2 + 7)2

Related Test

 Mukul May 30, 2018
Related If P(n) : (2n + 7) < (n + 3)2then P(3) isa)(2 x 3 + 7 x 3) < (3 + 3)2b)(23+ 7) < (n + 3)2c)(2 x 3 + 7) < (3 + 3)2d)(32+ 7) < (2 + 7)2Correct answer is option 'C'. Can you explain this answer?
just put n=3.. solve inside brackets using difficult concept for some people here.. called bodmas!

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 New Words Feb 19, 2022
P(n) : (2n + 7) < (n + 3)2
P(3) = [(2(3) + 7) < (3+ 3)2

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 Fiza Choudhary Jun 11, 2018
Related If P(n) : (2n + 7) < (n + 3)2then P(3) isa)(2 x 3 + 7 x 3) < (3 + 3)2b)(23+ 7) < (n + 3)2c)(2 x 3 + 7) < (3 + 3)2d)(32+ 7) < (2 + 7)2Correct answer is option 'C'. Can you explain this answer?
Put n=3 in the equation and you will get option C