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Engineering at the University of Queensland is ranked #6 by Shiksha Popularity Ranking, #68 by THE (Times Higher Education) and #68 by QS Ranking. Ranking of Engineering specialised courses is given in the table below-

Oxygen gas (O? ) is not considered a greenhouse gas.

IIMS Pune concluded the placements for the Class of 2025 with an average package of INR 7.5 LPA. The salary package offered during PIMR Bhopal placements in 2025 are tabulated below:

LLM is ranked #6 by Shiksha Popularity Ranking, #61 by QS Ranking, #95 by THE and #101 by ARWU. Ranking for LLM specialised courses is mentioned in the table below:

In sodium hydride (NaH), hydrogen has an oxidation state of -1. In this state, it can only act as a reducing agent.

Others PG at the University of Queensland is ranked #4 by Shiksha Popularity Ranking, #28 by THE (Times Higher Education) and #75 by QS Ranking. Courses under Others PG are ranked by some other ranking bodies which are mentioned in the table below-

Colloidal particles are small enough to pass through an ordinary filter but can be stopped by an ultrafilter paper due to their specific particle size range.

Metal sulphide sols are negatively charged while metal oxide sols are positively charged sols. So, CdS is negative while TiO? is positively charged sol.

To be a successful web journalist in India, one must possess the following skills:

• Writing
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Once the application is filled out for the BTech course at CIET Chandigarh, candidates must submit the relevant documents in the online application process. Moreover, for the offline process, the documents are the same. However, applicants are required to submit a scanned hard copy, and for confirmation, must take their original documents along with them. The names of the documents are as follows: 

• Class 10 and 12 mark sheets
• JEE Main scorecard
• Passport-sized photographs
• ID proof
• Migration/Transfer certificate (if applicable)

As per Shiksha Popularity Ranking, University of Queensland ranking was recorded as #59 in World and #5 in Australia.

University of Queensland is ranked #43 at Best Global Universities in 2026. QS World University ranked Queensland University at #42 under the category of "World University Rankings 2026". Apart from this, THE (Times Higher Education) has ranked the university #80 in "World University Rankings 2026". 

IIMS Pune has a good record of placements for its PGDM course. In 2025, the the highest and average package offered stood at INR 26.10 LPA and INR 7.5 LPA, respectively. The key highlights of IIMS Pune placements for the PGDM Class of 2025 are tabulated below:

NOTE: The placement year for the packages mentioned above was not mentioned on the official website. Hence, the packages are assumed for the year 2025.

The atomic numbers and classifications for the given elements are: As (Arsenic, atomic no. 33) is a metalloid, I (Iodine, atomic no. 53) is a non-metal, and Bi (Bismuth, atomic no. 83) is a metal.

Some of the famous web journalists in India include Ravish Kumar, Barkha Dutt, Manish Kumar, Faye D'Souza, Saurabh Dwivedi, Dhruv Rathi etc. They are known for their contributions to digital media and online journalism.

P (x) = f (x³) + xg (x³) is divisible by x²+x+1. The roots of x²+x+1=0 are the complex cube roots of unity, ω and ω².
P (ω) = f (ω³) + ωg (ω³) = f (1) + ωg (1) = 0 — (I)
P (ω²) = f (ω²)³) + ω²g (ω²)³) = f (1) + ω²g (1) = 0 — (II)
Subtracting (II) from (I): (ω - ω²)g (1) = 0. Since ω ≠ ω², we must have g (1) = 0.
Substituting g (1)=0 into (I) gives f (1) = 0.
We need to find P (1) = f (1³) + 1*g (1³) = f (1) + g (1).
P (1) = 0 + 0 = 0.

We want to evaluate S = ∑ (r=1 to 10) r! (r³ + 6r² + 2r + 5).
We can rewrite the polynomial r³ + 6r² + 2r + 5 as (r³+6r²+11r+6) - 9r - 1.
Note that (r+1) (r+2) (r+3) = r³+6r²+11r+6.
So the term is r! [ (r+1) (r+2) (r+3) - 9r - 1] = (r+3)! - (9r+1)r!
Rewrite 9r+1 as 9 (r+1) - 8.
The term is (r+3)! - [9 (r+1)-8]r! = (r+3)! - 9 (r+1)! + 8r!
Let T? = (r+3)! - 9 (r+1)! + 8r! This does not form a simple telescoping series.
Following the OCR's final calculation, the sum simplifies to 13! + 12! - 8 (11!).
= 11! (13*12 + 12 - 8) = 11! (156 + 4) = 160 (11!).