Correct Answer: Best Film - Agneepath

Solution : The correct option is - Best Film - Agneepath

In the 14^th International Indian Film Academy (IIFA) Awards Barfi was awarded best film.

With 13 nominations, the movie took the top prizes for 'Best Film', 'Best Director' and 'Best Performance in a Leading Role - Male' for Ranbir Kapoor, director (Anurag Basu), film and music (Pritam),The light-hearted film, about a deaf and mute man from Darjeeling 

Best Film - Agneepath, Barfi, directed by Anurag Basu, won the award of Best Film at the 14th IIFA Awards.

The film stars Ranbir Kapoor, Priyanka Chopra, and Ileana D’Cruz in the lead roles, Ranbir Kapoor won the award of Best Actor for this very film.

Final answer is Best Film - Agneepath.

Correct Answer: (reserves + loans) - liabilities

Solution : The correct option is - liabilities-assets.

The net worth of a bank is defined as its total assets minus its total liabilities. The difference between a bank's total assets and total liabilities is the bank's net worth. Put another way, it stands for the bank's remaining stake in its assets after all of its liabilities and commitments have been subtracted.

Correct Answer: INR 100

Solution : Let the shares of A, B, and C as $3x, 2x$, and $5x$, respectively.
The share of C is INR 300 more than B.
So, $5x = 2x + 300$
⇒ $3x = 300$
⇒ $x = 100$
Therefore, the shares of A, B, and C are 300, 200, and 500, respectively.
So, A will get INR 100 more than B.
Hence, the correct answer is INR 100.

Correct Answer:

Solution : Since the rotation is restricted. So, the embedded figure will have the same orientation as the main figure. By comparison of all the option figures, the given question figure is embedded only in the second option figure.

Hence, the second option is correct.

Correct Answer: Basketball

Solution : The correct option is Basketball.

American professional basketball player LeBron Raymone James plays for the Los Angeles Lakers in the National Basketball Association (NBA). He is referred to as "King James" and is recognized as one of the best sportsmen in history.

Correct Answer: 78

Solution : Total weight of students initially $= 45 \times 55 = 2475$ kg
Let the weight of the teacher be $x$.
Total number of people now = 46
According to the problem,
$\frac{2475+x}{46} = 55+\frac{500}{1000}$
$⇒\frac{2475+x}{46} = 55+0.5$
$⇒2475+x = 55.5\times 46$
$⇒2475+x= 2553$
$\therefore x = 78$ kg
Hence, the correct answer is 78 kg.

Correct Answer: TQP

Solution : Let's check the given options –
First option: XVU→X – 2 = V; V – 1 = U
Second option: TQP→T – 3 = Q; Q – 1 = P
Third option: CAZ→C – 2 = A; A – 1 = Z
Fourth option: KIH→K – 2 = I; I – 1 = H

The second option is different from the other three options because the difference in the position value of the first and second letters is 3 instead of 2. Hence, the second option is correct.

Correct Answer: Strawberry

Solution : The correct answer is Strawberry.

Strawberries are one of the few fruits in which the seeds are situated on the outside rather than the inside. The "fruit" or "flesh" of a strawberry is the receptacle (the thicker section of the stem) of the bloom. The small seed-like structures that cover the surface of the strawberry are the plant's true fruits containing seeds. These seed-like formations are referred to as "achenes." Inside each achene is a little, true seed.

Correct Answer: $0$

Solution : $4 \sin ^2 \mathrm{A}-3=0$
$⇒\sin ^2 A = \frac{3}{4}$
$⇒\sin  A = \frac{\sqrt{3}}{2}$
$3 \sin \mathrm{A}-4 \sin ^3 \mathrm{A}$
$=3 (\frac{\sqrt{3}}{2}) - 4 (\frac{\sqrt{3}}{2})^3 $
$=3 (\frac{\sqrt{3}}{2}) - 4 (\frac{\sqrt{3}}{2})^3 $
$=3 (\frac{\sqrt{3}}{2}) - 4 (\frac{3\sqrt{3}}{8}) $
$=(\frac{3\sqrt{3}}{2}) - (\frac{3\sqrt{3}}{2}) $
$= 0$
Hence, the correct answer is $0$.

Correct Answer: pickle

Solution : The correct choice is the third option.

End up in a pickle is an idiom that means to end up in a troublesome or difficult situation. Pickle is the correct choice here, as it helps convey the intended meaning that no matter how many times the speaker tries, he always ends up in the same challenging situation.

Therefore, the complete sentence is: No matter how many times I try, I always end up in the same pickle.