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Lets say a prime number 7 and another number is 14, then the condition doesn't satisfied... The answer would be 4(23,29,31,37). Even if u say 19, then there is 38 to contradict the condition
Assume the highest rating is 40 40. The remaining 4 employees in the top 5 must have a total rating of: 190 − 40 = 150 190−40=150 The average rating of these 4 employees would then be: 150 4 = 37.5 4 150 =37.5 This is feasible since 37.5 37.5 is within the range of 1-50. The two overlapping employees have a total rating of 75 75, so the remaining 3 employees in the bottom 5 must have a total rating of: 125 − 75 = 50 125−75=50 The average rating of these 3 employees would then be: 50 3 ≈ 16.67 3 50 ≈16.67 This is also feasible, as 16.67 16.67 is within the range of 1-50. Step 4: Conclusion: Yes, the highest rating can be 40, and the ratings distribution satisfies all the given constraints.
Ace XAT 2025 with us - bit.ly/3Zml0F5
Visit bit.ly/PDP-Ecenter-Page to begin your journey.
Don't forget to like, share, and subscribe for daily updates! 👍
For inquiries, contact us at 📞 8130038836
Sir I am an engineer female,7 correct 3 wrong with ,6.25 marks overall in qa can I clear qa cutoff
25:11 prime numbers between 2 and 40 = 12
Lets say a prime number 7 and another number is 14, then the condition doesn't satisfied... The answer would be 4(23,29,31,37). Even if u say 19, then there is 38 to contradict the condition
28:50 the game is over when either rows or columns are filled so only 10 is possible
Qa max amount collected by hotel was I guess 82500 or 87500...it was in the range of 80k
no 77 thousand
Yesss…15 rooms with 3 people occupying each and 10 rooms with single occupancy
@@dj_virtue1105 wtf calculate krio isko 15*3500+10*2000
77500
@@dj_virtue1105nhi nhi bro,25 rooms the total, 5 rooms with 3 ppl,20 with 2, minimise karna tha 3 ppl wale ko kyuki uska price km tha aur profit maximize Krna tha
Dm attempted 18 ques based on ur analysis expecting 14-15 correct is it good for 95%?
Bhai tu toh phod diya bhai
Assume the highest rating is
40
40.
The remaining 4 employees in the top 5 must have a total rating of:
190
−
40
=
150
190−40=150
The average rating of these 4 employees would then be:
150
4
=
37.5
4
150
=37.5
This is feasible since
37.5
37.5 is within the range of 1-50.
The two overlapping employees have a total rating of
75
75, so the remaining 3 employees in the bottom 5 must have a total rating of:
125
−
75
=
50
125−75=50
The average rating of these 3 employees would then be:
50
3
≈
16.67
3
50
≈16.67
This is also feasible, as
16.67
16.67 is within the range of 1-50.
Step 4: Conclusion:
Yes, the highest rating can be 40, and the ratings distribution satisfies all the given constraints.
@@mradushishukla8995 yes mine was 38
Ye query kisko tha jo aapne itni mehnat kr di idher?
@@shubhamsuraj2725 🤣😂😂
Ans kya hoga fir
Umm all scores have to be integers