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How is the placement rate at Phonics University?

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ANEES K K

Contributor-Level 9

The Phonics Group of Institutions in Haridwar reports a placement rate of around 90%. While some reviews indicate a higher placement rate of 12 LPA. The highest salary package offered is 8 LPA, and the lowest is 5 LPA. these are the available informations I have reffered. but depending the placement companies in every year the placement package may vary. The excellence of the student is a factor to get good placemnts in good companies

Placement Rate: Around 90% of students are placed.
the highest Salary Package: 8 LPA.
the lowest Salary Package: 5 LPA.
Average Salary: 6 LPA.

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11 months ago

physics ncert solutions class 11th Motion in a Plane

4.7 Given a + b + c + d = 0, which of the following statements are correct:

(a) a, b, c, and d must each be a null vector

(b) The magnitude of (a + c) equals the magnitude of (b + d)

(c) The magnitude of a can never be greater than the sum of the magnitudes of b, c, and d

(d) b + c must lie in the plane of a and d if a and d are not collinear, and in the line of a and d, if they are collinear?

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physics ncert solutions class 11th Kinetic Theory

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4.7

(a) This statement is In order to make a + b+ c + d = 0, it is not necessary to have all four given vectors to be null vectors.

(b) a + b + c +d = 0, ( a + c ) = - (b + d)

Taking the magnitude of both LHS and RHS, | a + c| = | -(b + d)| = | b + d|

So the statement is True.

(c) Given a + b + c + d = 0, a = - (b + c + d)

Taking magnitude of both LHS and RHS, |a| = | -( b + c+ d)| = |b + c +d|

|a| $\leq |b| + |c| + | d |$ ……….(1)

Equation (1) shows that the magnitude of a can never be greater than the sum of magnitudes of b,c and d. So the statement is True.

(d) In the given expression a + b + c + d = 0, the sum of 3 vectors

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4.7

(a) This statement is In order to make a + b+ c + d = 0, it is not necessary to have all four given vectors to be null vectors.

(b) a + b + c +d = 0, ( a + c ) = - (b + d)

Taking the magnitude of both LHS and RHS, | a + c| = | -(b + d)| = | b + d|

So the statement is True.

(c) Given a + b + c + d = 0, a = - (b + c + d)

Taking magnitude of both LHS and RHS, |a| = | -( b + c+ d)| = |b + c +d|

|a| $\leq |b| + |c| + | d |$ ……….(1)

Equation (1) shows that the magnitude of a can never be greater than the sum of magnitudes of b,c and d. So the statement is True.

(d) In the given expression a + b + c + d = 0, the sum of 3 vectors a, (b+c), d can be zero only if (b+c) lie in a plane containing a and d, assuming that these three vectors are represented by the three sides of a triangle. If a and d are collinear , then it implies that the vector (b+c) is in the line of a and d. This statement holds good only then the sum of all three vectors will be zero. The statement is True.

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11 months ago

13.1 Estimate the fraction of molecular volume to the actual volume occupied by oxygen gas at STP. Take the diameter of an oxygen molecule to be 3 Å.

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Payal Gupta

Contributor-Level 10

13.1 Diameter of the oxygen molecule, d = 3Å

Radius, r = $\frac{d}{2}$ = 1.5 Å = 1.5 $* 10^{- 8}$ cm

Actual volume occupied by 1 mole of oxygen gas at STP = 22.4 lit = 22400 ${c m}^{3}$

Molecular volume of oxygen gas, V = $\frac{4}{3} ? r^{3}$ N,

where N = Avogadro's number = 6.023 $* 10^{23}$ molecules/mole

Therefore, V = $\frac{4}{3}$ $* 3.1416 * ({1.5 * 10^{- 8})}^{3}$ $*$ 6.023 $* 10^{23}$ = 8.51 ${c m}^{3}$

Ratio of the molecular volume to the actual volume of oxygen = $\frac{8.51}{22400}$ = 3.8 $* 10^{- 4}$

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11 months ago

Ramrao Adik Institute of Technology, Padmashree Dr. D.Y. Patil Vidyapeeth, Navi Mumbai Engineering

What is the total tuition fee for M.Tech course at Ramrao Adik Institute of Technology?

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Shailja Rawat

Contributor-Level 10

The Ramrao Adik Institute of Technology offers various M.Tech courses. The tuition fees charged by the institute for a few courses differ from others. Thus, the total tuition fees to pursue MTech at RAIT range from INR 3 Lacs to INR 5 lakh. To know the other fees, candidates are advised to visit the official website of the institute.

Note: The above-mentioned fee is as per the official sources. However, it is indicative and subject to change.

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11 months ago

Exam Study Abroad

Is IELTS compulsory to study in the Netherlands?

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Raushan Kumar

Contributor-Level 10

No, it is not compulsory to take the IELTS exam to study in the Netherlands. Some of the universities accept applications without an IELTS Exam.

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11 months ago

Who are the top recruiters during Phonics University placements?

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NAU - Navsari Agricultural University M.Sc

Contributor-Level 10

Some of the top recruiting companies at Phonics University are given in the table below:

Phonics University, Roorkee Placements: Top Recruiters
Zscaler	TCS
Infosys	Tech Mahindra
Genpact	Cognizant
Accenture	Wipro

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11 months ago

Is there any M.Sc program focused on Water Recycling and Renewable Energy at NAU?

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ANEES K K

Contributor-Level 9

Yes, there are numerous M.Sc. programs that focus on water recycling and renewable energy. These programs often offer a blend of technical expertise and management skills, equipping graduates for careers in these growing fields.

Water and Sustainable Development: This programme at IHE Delft focuses on addressing water challenges and enhancing career opportunities in the water sector, including water reuse and desalination.
Renewable Energy Engineering: These programs, like the one at provide the necessary knowledge and skills for professionals in the renewable energy sector, including water reso

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11 months ago

What is the average package offered during Phonics University placements?

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Contributor-Level 10

The Phonics University overall average package offered during the 2024 placement drive stood at INR 4.5 LPA. The same is presented in the table below:

Particulars	Placement Statistics (2024)
Average Package	INR 4.5 LPA

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11 months ago

4.6 Establish the following vector inequalities geometrically or otherwise:

(a) |a+b| < |a| + |b|

(b) |a+b| > ||a| −|b||

(c) |a−−b| < |a| + |b|

(d) |a−−b| > ||a| − |b||

When does the equality sign above apply?

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St. Anne's Degree College for Women Information Technology

Contributor-Level 10

(a)

We can write

$\overset{?}{|O M|}$ = $|\overset{?}{a}| \dots \dots \dots . (i)$

$\overset{?}{|M N|}$ = $|\overset{?}{b}|$ = $\overset{?}{|O P|}$ ………(ii)

$\overset{?}{|O N|}$ = $|\overset{?}{a} + \overset{?}{b}| \dots \dots . (i i i)$

In a triangle, each side is smaller than the sum of the other two sides. Therefore in ΔOMN, we have ON < (OM + MN)

$|\overset{?}{a} + \overset{?}{b}|$ < $|\overset{?}{a}|$ + $|\overset{?}{b}|$ ….(iv)

If the two vectors $\overset{?}{a}$ and $\overset{?}{b}$ act along a straight line in the same direction, then we can write $|\overset{?}{a} + \overset{?}{b}|$ = $|\overset{?}{a}|$ + $|\overset{?}{b}| \dots . . (v)$

Combining equations (iv) and (v), we get

$|\overset{?}{a} + \overset{?}{b}|$ $\leq$ $|\overset{?}{a}|$ + $|\overset{?}{b}|$

(b)

Let two vectors $\overset{?}{a}$ and $\overset{?}{b}$ be represented by the adjacent sides of a parallelogram OMNP.

We can write

$\overset{?}{|O M|}$ = $|\overset{?}{a}| \dots \dots \dots . (i)$

$\overset{?}{|M N|}$ = $|\overset{?}{b}|$ = $\overset{?}{|O P|}$

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(a)

We can write

$\overset{?}{|O M|}$ = $|\overset{?}{a}| \dots \dots \dots . (i)$

$\overset{?}{|M N|}$ = $|\overset{?}{b}|$ = $\overset{?}{|O P|}$ ………(ii)

$\overset{?}{|O N|}$ = $|\overset{?}{a} + \overset{?}{b}| \dots \dots . (i i i)$

In a triangle, each side is smaller than the sum of the other two sides. Therefore in ΔOMN, we have ON < (OM + MN)

$|\overset{?}{a} + \overset{?}{b}|$ < $|\overset{?}{a}|$ + $|\overset{?}{b}|$ ….(iv)

Combining equations (iv) and (v), we get

$|\overset{?}{a} + \overset{?}{b}|$ $\leq$ $|\overset{?}{a}|$ + $|\overset{?}{b}|$

(b)

Let two vectors $\overset{?}{a}$ and $\overset{?}{b}$ be represented by the adjacent sides of a parallelogram OMNP.

We can write

$\overset{?}{|O M|}$ = $|\overset{?}{a}| \dots \dots \dots . (i)$

$\overset{?}{|M N|}$ = $|\overset{?}{b}|$ = $\overset{?}{|O P|}$ ………(ii)

$\overset{?}{|O N|}$ = $|\overset{?}{a} + \overset{?}{b}| \dots \dots . (i i i)$

In a triangle, each side is smaller than the sum of the other two sides. Therefore in ΔOMN, we have ON + MN > OM and ON + OM > MN

$\overset{?}{|O N|} > |\overset{?}{O M - O P}|$

$|\overset{?}{a} + \overset{?}{b}| >$ $|\overset{?}{a}|$ - $|\overset{?}{b}|$ ……(iv)

Combining (iv) and (v), we get:

$|\overset{?}{a} + \overset{?}{b}| \geq$ $|\overset{?}{a}|$ - $|\overset{?}{b}|$

(c)

Let two vectors $\overset{?}{a}$ and $\overset{?}{b}$ be represented by the adjacent sides of a parallelogram PORS.

We can write

$\overset{?}{|O R|}$ = $|\overset{?}{b}|$ = $\overset{?}{|P S|}$ ………(i)

$\overset{?}{|O P|}$ = $|\overset{?}{a}| \dots \dots \dots . (i i)$

In a triangle, each side is smaller than the sum of the other two sides. Therefore in ΔOPS, we have OS < OP + PS

$|\overset{?}{a} - \overset{?}{b}|$ $<$ $|\overset{?}{a}|$ + $|\overset{?}{- b}|$

$|\overset{?}{a} - \overset{?}{b}|$ $<$ $|\overset{?}{a}|$ + $|\overset{?}{b}|$ …….(iii)

If the two vectors $\overset{?}{a}$ and $\overset{?}{b}$ act along a straight line but in the opposite direction, then we can write $|\overset{?}{a} - \overset{?}{b}|$ = $|\overset{?}{a}|$ + $|\overset{?}{b}| \dots . . (i v)$

Combining (iii) and (iv), we get

$|\overset{?}{a} - \overset{?}{b}|$ $\leq$ $|\overset{?}{a}|$ + $|\overset{?}{b}|$

(d)

We can write

OS + PS > OP …….(i)

OS > PS – OP …….(ii)

$|\overset{?}{a} - \overset{?}{b}|$ $>$ $|\overset{?}{a}|$ + $|\overset{?}{b}|$ ….(iii)

The quantity on the LHS is always positive and that on the RHS can be positive or negative. To make both quantities positive, we take modulus of both sides as:

$||\overset{?}{a} - \overset{?}{b}||$ > $||\overset{?}{a}| - |\overset{?}{b}||$ ….(iv)

Combining (iv) and (v), we get

$|\overset{?}{a} - \overset{?}{b}|$ $\geq$ $|\overset{?}{a}|$ - $|\overset{?}{b}|$

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11 months ago

What is the eligibility criteria for BCA at St. Anne's Degree College for Women?

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Aayush Sharma

Contributor-Level 10

St Anne's Degree College for Women offers a BCA programme in regular full-time mode. The programme is three years long and the admission takes place through the merit secured in Class 12 exams. Candidates who have passed their Class 12 from a recognised board in India or abroad are eligible to apply for admission into the programme.

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11 months ago

What is the minimum qualification required to apply for M.Tech courses at Ramrao Adik Institute of Technology?

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Shailja Rawat

Contributor-Level 10

The admission process for the Ramrao Adik Institute of Technology M.Tech begins with the eligibility check. As per the eligibility criteria, candidates seeking admission must have completed their BE/BTech in the relevant field of Engineering and Technology from the All India Council for Technical Education or Central or State Government approved institutions or equivalents, with at least 50% marks. The institute provides a 5% relaxation for candidates of backward class categories.

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11 months ago

physics ncert solutions class 11th Motion in a Plane

4.5 Read each statement below carefully and state with reasons, if it is true or false:

(a) The magnitude of a vector is always a scalar

(b) Each component of a vector is always a scalar

(c) The total path length is always equal to the magnitude of the displacement vector of a particle

(d) The average speed of a particle (defined as total path length divided by the time taken to cover the path) is either greater or equal to the magnitude of average velocity of the particle over the same interval of time

(e) Three vectors not lying in a plane can never add up to give a null vector

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Contributor-Level 10

4.5

(a) The magnitude of a vector is a number only, hence always a scalar – TRUE

(b) Each component of a vector is also a vector – FALSE

(c) The total path length is a scalar quantity, whereas displacement is a vector quantity. – FALSE

(d) The total path length is always greater than or equal to the magnitude of displacement of a particle – TRUE

(e) Three vectors which do not lie in a plane can never add up to give a null vector – TRUE

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11 months ago

How many offers were provided to the students during Phonics University placements?

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physics ncert solutions class 11th Motion in a Plane

Contributor-Level 10

In 2024 over 750 offers were provided to students during Phonics University placements. The following table provides the number of offers given to students in recent years during the placement season:

Particulars	Placement Statistics (2022)	Placement Statistics (2023)	Placement Statistics (2024)
No. of offers	812	825	750+

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11 months ago

4.4 State with reasons, whether the following algebraic operations with scalar and vector physical quantities are meaningful:

(a) Adding any two scalars

(b) Adding a scalar to a vector of the same dimensions

(c) Multiplying any vector by any scalar

(d) Multiplying any two scalars

(e) Adding any two vectors

(f) Adding a component of a vector to the same vector

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physics ncert solutions class 11th Motion in a Plane

Contributor-Level 10

4.4

(a) The addition of two scalar quantities is meaningful – if they both represent the same physical quantity.

(b) The addition of a vector quantity with a scalar quantity is not meaningful.

(c) Multiplying a scalar with a vector is meaningful.

(d) The multiplication of two scalar quantities is meaningful.

(e) The addition of two vectors is meaningful.

(f) Adding a component of a vector to the same vector is meaningful.

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11 months ago

4.3 Pick out the only vector quantity in the following list: Temperature, pressure, impulse, time, power, total path length, energy

gravitational potential, coefficient of friction, charge.

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Phonics University Colleges in India

Contributor-Level 10

4.3 Impulse is the only vector quantity from the above list. Impulse is the product of force and time. Force is a vector quantity and time is a scalar quantity. The product of 1 vector and 1 scalar is always a vector quantity.

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11 months ago

What is the highest package offered during the recent Phonics Group of Institutions, Roorkee placements?

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physics ncert solutions class 11th Motion in a Plane

Contributor-Level 10

The Phonics Group of Institutions, Roorkee the highest package offered to students during the 2024 placement drive stood at INR 26 LPA. The following table showcases the highest package offered in Phonics Group of Institutions, Roorkee placements between 2023 and 2024:

Particulars	Placement Statistics (2022)	Placement Statistics (2023)	Placement Statistics (2024)
the highest Package	N/A	INR 18 LPA	INR 26 LPA

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11 months ago

4.2 Pick out the two scalar quantities in the following list: force, angular momentum, work, current, linear momentum, electric field, average velocity, magnetic moment, relative velocity.

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Contributor-Level 10

4.2 Work & Current are scalar quantities. Work is the product of Force and displacement. Since the product of two vectors quantities are always scalar. Current is independent of direction, it is only magnitude, hence scalar.

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11 months ago

How many recruiters participated during Phonics University, Roorkee placements?

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