Can anyone send me these three books in ebook format :
sc grail , rc 99 and veritas quant
getting the same... 42 - 71 %
Used equations... to get,
Students who passed the exam = 42 + (students who passed only 1 subject)
hi.. Pls solve this problem on Venn Diagrams:
Source : BYJU's sheet (Sets & Venn Diagrams)
In an exam there are 3 subjects A, B and C. A student has to pass each subject. 20% students failed in A. 22% students failed in B. 16% students failed in C. The total number of students passing the exam (i.e. who passed all three subjects) lies between :
a) 42 to 84%
b) 42 to 71%
c) 58 to 71%
d) 58 to 84%
[ By one method I am getting 42 to 78% (which is not there in any of the options). By another method I am getting (b) 42 to 71% ]
Correct Answer : 42 to 71%
Let me know what answer you are getting and how.
hi aarav bhai !!! its so nice 2 see u back with QQAD . but will be missing vineet bhaiya... anyways, i was a member of QQAD last year n had the mails delivered to my email id . my email id is the same. do i need 2 register again ? i even tried 2 do so... but its getting forwarded to a blank page as pointed out by some people in the last few posts.....
rahul_4096 Saysis the answer (b) 1500
ABCD is a rectangle divided into 2 rectangles AEFD and EBCF. AE = 28 cm, EB = 12 cm, and BC = 10 cm. G,H, I lie within AEFD. J,K,L lie within EBCF. The distances from each point in one rectangle to each of the three points in other was measured. The shortest of these distances was found to be 41 cm.