monty6000 wrote:
Is the prime number p equal to 37?
(1) p = n^2 + 1, where n is an integer.
(2) p^2 is greater than 200.
Given : p is a Prime NumberQuestion : Is p =37?Statement 1: p = n^2 + 1, where n is an integer.@n=6, p = 37
@n=4, p = 17 Prime and NOT 37
NOT SUFFICIENTStatement 2: p^2 is greater than 200i.e. p > \(\sqrt{200}\)
i.e. p > 14
i.e p can be either 17 or 37
NOT SUFFICIENTCombining the two Statementseven now, p can be 17 or 37, hence
NOT SUFFICIENTAnswer: Option E
_________________
GMATinsightGreat Results (Q≥50 and V≥40) l Honest and Effective Admission Support l 100% Satisfaction !!!One-on-One GMAT Skype classes l On-demand Quant Courses and Pricing l Admissions ConsultingCall/mail: +91-9999687183 l bhoopendra.singh@gmatinsight.com (for FREE Demo class/consultation)
SUCCESS STORIES: From 620 to 760 l Q-42 to Q-49 in 40 days l 590 to 710 + Wharton l GMAT730+ESCPFREE Resources: 22 FULL LENGTH TESTS l OG QUANT 50 Qn+VIDEO Sol. l NEW:QUANT REVISION Topicwise Quiz