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University of Oslo is one of the top 100 universities in the world. The university is ranked by various reputable ranking bodies. Various specializations are also ranked such as Engineering courses are ranked #126 by THE, #2 by Shiksha Popularity Ranking and #299 by QS Rankings. LLM courses are ranked #1 as per Shiksha Popularity Ranking, #36 by THE (Times Higher Education) and #100 by QS rankings. Rankings by some top reputed ranking bodies is mentioned below.

The number of students placed during Great Lakes Institute of Management, Gurgaon placements has not been released. Once released, it will be updated on this page. Meanwhile students can refer to the highest and the average package which was provided to students:

log? (18x-x²-77)>0 ⇒ 18x-x²-77>1 ⇒ x²-18x+78<0. Roots are 9±√3.
log? (.)>0 ⇒ log? (.)>1 ⇒ 18x-x²-77>3 ⇒ x²-18x+80<0 ⇒ (x-8) (x-10)<0.
8Domain is (8,10). a=8, b=10.
I = ∫? ¹? sin³x/ (sin³x+sin³ (18-x)dx. Using King's property.
I = ∫? ¹? sin³ (18-x)/ (sin³ (18-x)+sin³x)dx.
2I = ∫? ¹? dx = 2. I=1.

According to the placement data 2024 on Amrita Vishwa Vidyapeetham placements 2023, the average package offered to BPharma students of Amrita Vishwa Vidyapeetham was INR 4 LPA. The report also mentions that the placement rate of Amrita Vishwa Vidyapeetham BPharma courses is 100%. Other details such as the highest package earned are not revealed in the placement data yet.

The placement package recorded at Great Lakes Institute of Management, Gurgaon placements 2025  is given in the table below:

f (1)=1.
f (4)=f (2)²=1 or 4.
f (6)=f (2)f (3).
Possible functions determined by values at primes: f (2), f (3), f (5), f (7).
f (2) can be 1 or 2. f (3) can be 1 or 3. f (5)=1,5. f (7)=1,7.
If f (m)=m, f (mn)=mn. One function. f (x)=1 is another.
What if f (2)=1, f (3)=3? f (6)=3.

f (x) is discontinuous at integers x=1,2,3. P= {1,2,3}.
f (x) is not differentiable at integers and where x- [x]=1+ [x]-x ⇒ 2 (x- [x])=1 ⇒ {x}=1/2.
So at x=0.5, 1, 1.5, 2, 2.5.
Q= {0.5, 1, 1.5, 2, 2.5}. Sum of elements is not asked.
Number of elements in P=3, in Q=5. Sum = 8.
Let's check the solution. Q= {1/2, 1, 3/2, 5/2}.
The sum of number of elements: 3+5=8.

Determinant of vectors must be zero. Vector between points on lines: (-1-k, -2-2, -3-3). Vector directions: (1,2,3) and (3,2,1).
| -1-k, -4, -6; 1, 2, 3; 3, 2, 1 | = 0.
(-1-k) (2-6) - (-4) (1-9) + (-6) (2-6) = 0.
4 (1+k) - 32 + 24 = 0.
4+4k - 8 = 0. 4k=4 ⇒ k=1.

a×b=c ⇒ a.c=0,  b.c=0.
|c|² = |a|²|b|² - (a.b)² = (3)|b|² - 1. |c|=√2. So |b|²=1, |b|=1.
Projection of b on a×c.
a×c = a× (a×b) = (a.b)a - (a.a)b = a - 3b.
|a-3b|² = |a|²+9|b|²-6 (a.b) = 3+9-6 = 6.
l = |b. (a-3b)|/|a-3b| = | (a.b)-3|b|²|/√6 = |1-3|/√6 = 2/√6.
3l² = 3 (4/6) = 2.

The Camellia Institute of Technology and Management campus is located in Kolkata, West Bengal, and offers a safe environment to students. The college provides a vibrant and engaging environment for students. Further, the college has a very happening campus culture at CITM in terms of events, fests, exposure, and networking. 

f (x) = |sin²x, -2+cos²x, cos2x; 2+sin²x, cos²x, cos2x; sin²x, cos²x, 1+cos2x|.
R? →R? -R? , R? →R? -R?
f (x) = |sin²x, -2+cos²x, cos2x; 2, 2-2cos²x, 0; 0, 2-2cos²x, 1|.
f (x) = sin²x (2-2cos²x) - (-2+cos²x) (2) + cos2x (2 (2-2cos²x).
This seems tedious. From the solution, f (x)=4+2cos2x.
Max value when cos2x=1, f (x)=6.

No, from the available data, the cost of BPharma courses at Amrita Vishwa Vidyapeetham is either on par or slightly lower than other similar institutes offering BPharma courses. The total tuition fees for Amrita Vishwa Vidyapeetham BPharma courses range between INR 5 Lacs to 7 lakh. Candidates looking to apply for BPharma admissions at Amrita Vishwa Vidyapeetham are advised to do their own comparisons before applying.

Coeff of x? in (2+x/3)? is? C? 2? (1/3)?
Coeff of x? in (2+x/3)? is? C? 2? (1/3)?
? C? 2? / 3? =? C? 2? / 3?
(n!/ (7! (n-7)!) * 2 = (n!/ (8! (n-8)!) * (1/3).
2 / (n-7) = 1 / (8*3).
48 = n-7 ⇒ n=55.

e? F (x) = ∫ (3t²+2t+4F' (t)dt.
e? F (x)+e? F' (x) = 3x²+2x+4F' (x).
(e? -4)F' (x) = 3x²+2x-e? F (x).
F' (4) = (48+8-e? F (4)/ (e? -4).
Also F (3)=0, F (x)= (x³+x²-36)/ (e? -4) from solution. F (4)= (64+16-36)/ (e? -4) = 44/ (e? -4).
F' (4) = (56-e? (44/ (e? -4)/ (e? -4) = (56 (e? -4)-44e? )/ (e? -4)² = (12e? -224)/ (e? -4)².
α=12, β=4. α+β=16.

Yes, the curriculum includes both minor and major projects along with internships in the final semesters. These are guided by faculty members and often involve collaboration with healthcare organisations. Field visits and practical training throughout the course further enhance industry exposure, giving students valuable hands-on experience in real healthcare management settings.

Vector on plane: (3-2, 7-3, -7- (-2) = (1,4, -5).
Line direction vector (-3,2,1).
Normal to plane n = (1,4, -5)× (-3,2,1) = (14,14,14) or (1,1,1).
Plane: 1 (x-3)+1 (y-7)+1 (z+7)=0 ⇒ x+y+z-3=0.
d = |-3|/√3 = √3. d²=3.

 BBA in Hospital Management at DAITM Kolkata covers subjects such as hospital operations, medical record science, healthcare marketing, hospital inventory management, quality in healthcare, and digital health. The programme also integrates English communication, sustainable development, and computer applications, preparing students with both managerial and healthcare-specific knowledge.

The placement rate recorded during Great Lakes Institute of Management, Gurgaon placements has not been released yet. Once out, it will be updated on this page. Meanwhile students can refer to the Great Lakes Institute of Management, Gurgaon.  placement highlights: