Class 11 Tuition Fees

Estimated Fees in India

₹ 2,000 to ₹ 5,000 per month

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Juned Kazi

Vashi,Mumbai

₹ 3,000 per month

I am an experienced, qualified teacher and tutor with over six years of experience in teaching Maths and Physics, across different boards including CBSE, ICSE, IGCSE and State Board as well as Mechanical Engineering Diploma and Degree All subjects. Passionate about solving mathematical problems and chemical equations, over the years I have helped thousands of students overcome their fear of Maths and Physics. So far, I have worked as a Teacher with some reputed engineering colleges in Maharashtra. Currently, I am Pursuing PhD in Mechanical Engineering at VJTI Mumbai and simultaneously working as a Tutor.

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Vikas Viswash

Biman Nagar,Kolkata

₹ 3,000 per month

I am actively teaching physics up to class XII from last 8 years. I am physics faculty of a reputed school affiliated to ISC. I run my own Tuition center where I provide physics class to NEET and IIT JEE aspirants and provide home Tuitions to deserving students.

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Ranjan Kumar Pandit

Charuchandra Avenue,Kolkata

₹ 600 per month

I am specialized and personalized classes (coaching/ tutorial) for B.com, CA- Foundation & IPCC and CMA- Foundation & Inter as well as HS Classes. We welcome students from all boards and Universities. We have more than 10 years of Teaching Experience.

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Deepak Kansal

Sector-15,Chandigarh

₹ 5,000 per month

Sincere and matured. Taking home tuition for Math and Physics for class Xi and xii from last 06 years.unique way of teaching. Know shortcut techniques also.once I will be given opportunity, I will show real strength. It is assured that,no body can beat me. It is also ensured that at least 20-20 questions of JEE main Physics and Math , students can do after my tuition .

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Sundararaman

Adyar,Chennai

₹ 3,500 per month

Focus on concepts on all the topics to enable student to apply them on the topics they are reading and visualize the same real time.Different students have different ways of understanding different subjects. At the first instance ,I try to understand the specific level of the student and move on from there.Help the student understand the basic concepts,build his/her self confidence , and help him/her achieve the best result by focusing on his/her weakest points and solve as many problems as possible quickly and correct

N S Balaji . photo

N S Balaji .

Chromepet,Chennai

₹ 2,500 per month

I have started taking 11th and 12th CBSE chemistry from January 2018 onwards. Prior to that i was having experience in chemical engineering industry.

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Top Questions about Class 11 Tuition Fees

Lesson Posted 6 days ago Tuition/Class 11 Tuition

Mechanics

Ravi Kumar Mumbai

I am an experienced and qualified professional with over 8 years of teaching experience in teaching physics...

INTRODUCTION Mechanics deals with the motion of various types of bodies, relations of forces, mechanical properties of bodies and matter, etc. Kinematics deals with the motion of particles and rigid bodies without accounting for the forces responsible for their motion. If the body is, however, of... read more
  1. INTRODUCTION

Mechanics deals with the motion of various types of bodies, relations of forces, mechanical properties of bodies and matter, etc. Kinematics deals with the motion of particles and rigid bodies without accounting for the forces responsible for their motion. If the body is, however, of small size such that its motion can be described by a point mass moving along a straight line, such a motion is called rectilinear motion or motion in one dimension.

  1. MOTION

When the body changes position w.r.t. observer, the body is said to be in motion. If the body doesn’t change position then it is said to be at rest w.r.t. observer. For example, if two passengers are traveling in a moving train they are at rest w.r.t. each other while they are in motion w.r.t. an observer standing on the ground.

  1. A PARTICLE

particle is the physical analog of a point. A body of finite size may be considered as a particle only if all parts of the body undergo the same displacement and have the same velocity and acceleration. Thus, for a particle-like body, its motion can be described by studying the motion of any point on the body

 

  1. DISTANCE AND DISPLACEMENT

As a particle moves in space with respect to the time it follows a curve or a straight line, which is called its path or trajectory. Distance is the actual length covered along the path, while displacement is the difference between the final and initial positions of the particle. The position of a particle is given by a position vector drawn from the origin to the particle.

The figure illustrates the difference between distance and displacement. The curve length AB is called the

 

distance; the vector rAB = rB – rA is called the displacement.

  • Distance is a scalar; displacement is
  • The magnitude of displacement is always less than or equal to
  • For a moving body, displacement can be zero but distance

cannot be zero.

 

For a body moving in a straight line from point Ato point B along x-axis such that its initial and final position is at a distance xi and xf respectively, the minimum distance between final and initial position is

called displacement, D . x

 

 

AB = Dx = x – x .

 

O                           A             B                                 X

xi                      Dx

 

f          i                                                                                                                        xf

Displacement is avector frominitialpositionto finalposition. If the pathofthebodyisnot along astraight

line, the total length of the actualpath covered by the body is called the distance covered by thebody and is a scalar quantity. Thedisplacement is independent ofthe actualpathcovered by the body.

 

5.  AVERAGE SPEED AND AVERAGE VELOCITY

The average speed in a time interval is defined as the total distance travelled by the particle divided by the time interval.

 
   


Total distance travelled

Average speed =       Total time taken

The average velocity is defined as

displacement

vav    =   time elapsed

 

 

or         v    =

 

rB - rA = ΔrAB

              

 

t B - t A              Δt

  • Average speed is a scalar quantity; average velocity is a vector Both are expressed in ms–1or kmh–1.
  • Average velocity can be zero but average speed cannot be
  • The magnitude of average velocity is always less than or equal to the average

|vav| £ v

 

or                              £

 

distance time elapsed

 

thus        |displacement| £ distance

  • Average speed does not mean the magnitude of the average velocity

 

Consider a body moving on the straight line having the initial position A at time ti at a distance xi from the

origin. It travels a distance x1 to reach B and after travels a distance x2 from B to C reaching at time tf. C is the final position is at a distance xf from the origin. The average speed will be equal to ratio of total

 
   


distance covered to the total time.                        x

\ Average speed = x1 + x2

t f - ti

 

A                         B

 

 

Average velocity =

 

x f - xi t f - ti

 

O      xi

 

x f                                        X

2

 

C x

 

  1. INSTANTANEOUS SPEED AND INSTANTANEOUS VELOCITY The instantaneous speed and velocity are the respective average speed and velocityfor the infinitesimally small time interval (e. Dt ® 0). Thus

 

Instantaneous speed v =

 

lim

 

Dr dr

 

 

Dt ®0 Dt     dt

 

 

instantaneous velocity v =

 

lim

 

Dr dr

                 

 

Dt ® 0 Dt dt

  • As the time interval tends to zero (Dt ® 0), the displacement vector Dr approaches a limiting direction which is tangential to the path of the particle at that Thus, the instantaneous velocity direction is always tangential to the path followed by the particle.
  • The instantaneous speed is equal to the magnitude of the instantaneous
  • Aparticle may have constant speed but variable

 

  • For a particle moving with constant velocity, its average velocity and instantaneous velocity are always

Instantaneous velocityof a particlemoving on a straight line say along x-axis is given as

 

v(t)

 

lim      D x

 

=   D t ® 0 D t

 

lim v .

=                        av

 

D t ® 0

 

The instantaneous velocity v(t) is the derivative of displacement with respect to time.

 

v (t) =

 

 d [r(t)] dt

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Lesson Posted 6 days ago Tuition/Class 11 Tuition

CIRCULAR MOTION

Ravi Kumar Mumbai

I am an experienced and qualified professional with over 8 years of teaching experience in teaching physics...

If a particle moves in such a way that its distance from a fixed point remains constant to the path will be circular and its motion is called circular motion. If we whirl a stone tied with a string at one end its motion is circular motion. The motion of the electron around the nucleus is treated as a... read more

If a particle moves in such a way that its distance from a fixed point remains constant to the path will be circular and its motion is called circular motion. If we whirl a stone tied with a string at one end its motion is circular motion. The motion of the electron around the nucleus is treated as a circular motion. Motion of earth around the sun is treated as a circular for some gravitational study.

Read More... Circular Motion

 

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Answered on 18 Sep Tuition/BSc Tuition/BSc Zoology Tuition/Class 11 Tuition

Mohammed Asalath Ali Khan

The perfect tutor with 5 years of experience in home tution

DNA polymerase enzyme
Answers 34 Comments
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