11+ years experience in teaching and research, worked as researcher at BARC, TIFR-HBCSE and as a faculty at UNIVERSITY OF PUNE 

Akshay Gole

In this course, the educator is discussing Physics in Marathi for Maharashtra State Board, 11th, 12th

Ace in Class XI Examination by understanding all the concepts of Mathematics and Science, with these courses.

CBSE Class 11

Marathi

(Marathi) Class 11: Numerical on Circular Motion

Motion in a Plane

Kinematics

Physics

Class 6-12

Become a topper in your school and ace your board exams by learning from best educators in the country

CBSE

CBSE (Central Board of Secondary Education)

1. Calculate the angularvelocity and linear velocityof a tip of a minute hand oflength 10 cm.

2. A car of mass 200 kg rounds a curve of radius250 m at 90 km/hr. computes its.
a. Angular speed
b. Centripetal acceleration
c. Centripetal force

Maharashtra State Board, Physics in Marathi, 11th, 12th

Numerical on Circular Motion Part 1 (in Marathi)

3. A stone weighing 1 kg is whirled in a verticalcircle at the end of a rope of length 0.5 m
Find the tension at
a. lowest position
b. mid position
c. highest position

Numerical on Circular Motion Part 2 (in Marathi)

A string of length 0.5m carries a
bob of mass 0.1 kg at its end. It is
used as a conical pendulum with aperiod 1.41 s. Calculate the angleof inclination of string with verticaland tension in the string.

Numerical on Circular Motion Part 3 (in Marathi)

1.A car of mass 1500 kg is moving with a speed of 12.5m/s on a circular path of radius 20 m on a level road.What should be the coefficient of friction between
the car and the road, so that car dose not slip?
a. 0.2 b. 0.4 c. 0.6 d. 0.8

2. If a body is moving in a circle of radius ‘r’with a constant speed ‘v’. Its angular velocity is...

3. A ball of mass 0.25 kg attached to the end of a string oflength 1.96 m moving in horizontal circle. The string willbreak when tension is more than 25 N. what is themaximum speed with which ball can be move?
a. 14 m/s b. 3m/s c. 3.92m/s d. 5m/s

Numerical on Circular Motion Part 4 (in Marathi)

1. The angular displacement of a particle is given byTheta = 6t^2− 4t + 6, where time ‘t’ is in second and (theta) isin rad. The angular acceleration of particle at t = 4 secis....

2. The angular displacement of a particle is given by
Theta = 5t^3 + 10t^2 − 2t + 3, where time ‘t’ is in secondand theta is in rad. The angular acceleration of particle at
t = 3 sec will be,

Numerical on Circular Motion Part 5 (in Marathi)

Physics lover -
Integrated Msc Physics from NIT ROURKELA. +2 from JNV YAVATMAL(MAHARASHTRA).

Gaurav Bonde

This Course is about projectile motion and its applications in various situations in daily life. The course will be beneficial for Class 11 NCERT students.

(Hindi) Projectile Motion: Class 11 NCERT

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Abhishek Verma

This Course covers Motion in a Plane. This course is beneficial for class 11 students.

(Hindi) Motion in a Plane: Class 11

Bachelor of Engineering undergraduate at Netaji Subhas Institute of Technology

Jatin Garg

In this course, Jatin Garg discusses Kinematics of motion of an object moving in a plane. The course will be beneficial for Class 11 NCERT students.

completed bachelor's degree in agriculture from BAU,  "physics of semiconductor" from IIT KANPUR.

Mukesh Kumar Sharma

This course will provide basic concepts of physics with theory and problems and their solutions, so students can easily understand. It is fruitful to all students of CBSE, states board, any competitive examinations which are based on physics of class 11 and 12.

(Hindi) Physics for CBSE Class 11 and 12

This course help you to understand the linear motion as well as eqn of motions are derived

Lessons

5 lessons • 46m

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Numerical on Circular Motion Part 1 (in Marathi)

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Numerical on Circular Motion Part 2 (in Marathi)

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Numerical on Circular Motion Part 3 (in Marathi)

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Numerical on Circular Motion Part 4 (in Marathi)

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Numerical on Circular Motion Part 5 (in Marathi)