# velocity of a body on reaching the point from which it was projected upward is

### Mohammed

Guys, does anyone know the answer?

get velocity of a body on reaching the point from which it was projected upward is from screen.

## Velocity of a body on reaching the point from which it was projected upwards, is

Click here👆to get an answer to your question ✍️ Velocity of a body on reaching the point from which it was projected upwards, is

Question

## Velocity of a body on reaching the point from which it was projected upwards, is

**A**

## ν=0

**B**

## ν=2u

**C**

## ν=0.5u

**D**

## ν=u

Medium Open in App

Updated on : 2022-09-05

Solution Verified by Toppr

Correct option is D)

## Body reaches the point of projection with same velocity according to law of conservation of potential and kinetic energy .Also the value of acceleration is constant and time of ascent is equal to that of descent . Hence , option (D) is correct .

Solve any question of Motion in a Plane with:-

Patterns of problems

>

Was this answer helpful?

37 4

## Velocity of a body on reaching the point, from where it was projected upwards, is (a) v = 2u

Velocity of a body on reaching the point, from where it was projected upwards, is (a) v = 2u (b) v = 0 (c) v = 0.5u (d) v = u

## Velocity of a body on reaching the point, from where it was projected upwards, is (a) v = 2u

← Prev Question Next Question →

## 1 Answer

← Prev Question Next Question →

## Find MCQs & Mock Test

Free JEE Main Mock Test

Free NEET Mock Test

Class 12 Chapterwise MCQ Test

Class 11 Chapterwise Practice Test

Class 10 Chapterwise MCQ Test

Class 9 Chapterwise MCQ Test

Class 8 Chapterwise MCQ Test

Class 7 Chapterwise MCQ Test

## Related questions

## Velocity of a body reaching the point from which it was projected upwards is

Velocity of a body reaching the point from which it was projected upwards is

Home > English > Class 11 > Physics > Chapter > Motion In A Plane >

Velocity of a body reaching th...

Velocity of a body reaching the point from which it was projected upwards is

Updated On: 27-06-2022

Get Answer to any question, just click a photo and upload the photo and get the answer completely free,

UPLOAD PHOTO AND GET THE ANSWER NOW!

Text Solution Open Answer in App A v=0.54 B v=0 C v=24 D v=u Answer

Step by step solution by experts to help you in doubt clearance & scoring excellent marks in exams.

## Related Videos

645103341 0 10.0 K 3:12

A body projected upward reaches a maximum height h, the velocity with which it was projected is:_________.

643030433 2.1 K 3.5 K 2:19

A body is projected vertically upwards from the ground. On reaching the greatest height

642642902 0 4.6 K 1:56

What is the area under the velocity-time curve in the case of a body projected vertically upwards from the ground after reaching the ground ?

644662305 1.1 K 5.3 K 1:54

A particle is projected vertically upwards from ground with velocity 10 m

/ /

s. Find the time taken by it to reach at the highest point ?

39182966 0 2.1 K 0:44

A particle is projected vertically upwards from ground with velocity 10 m

/ /

s. Find the time taken by it to reach at the highest point ?

645865281 0 6.0 K 1:20

A particle is projected vertically upwards from ground with velocity 10 m

/ /

s. Find the time taken by it to reach at the highest point ?

Show More Comments

Add a public comment...

Follow Us:

Popular Chapters by Class:

Class 6 Algebra

Basic Geometrical Ideas

Data Handling Decimals Fractions Class 7

Algebraic Expressions

Comparing Quantities

Congruence of Triangles

Data Handling

Exponents and Powers

Class 8

Algebraic Expressions and Identities

Comparing Quantities

Cubes and Cube Roots

Data Handling

Direct and Inverse Proportions

Class 9

Areas of Parallelograms and Triangles

Circles Coordinate Geometry Herons Formula

Introduction to Euclids Geometry

Class 10

Areas Related to Circles

Arithmetic Progressions

Circles Coordinate Geometry

Introduction to Trigonometry

Class 11 Binomial Theorem

Complex Numbers and Quadratic Equations

Conic Sections

Introduction to Three Dimensional Geometry

Limits and Derivatives

Class 12

Application of Derivatives

Application of Integrals

Continuity and Differentiability

Determinants

Differential Equations

Privacy Policy

Terms And Conditions

Disclosure Policy Contact Us

Guys, does anyone know the answer?