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Velocity

The velocity ...

Question

The velocity - time graph of a body moving in positive direction will never have a negative slope.

A

True

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B

False

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Solution

The correct option is B False

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Q. Velocity of a particle is in negative direction with constant acceleration in positive direction. Then, match the following columns.

Column-I	Column-II
(a)	Velocity-time graph	(p)	Slope $\to$ negative
(b)	Acceleration-time graph	(q)	Slope $\to$ positive
(c)	Displacement-time graph	(r)	Slope $\to$ zero
		(s)	$\| S l o p e \| \to$ increasing
		(t)	$\| S l o p e \| \to$ decreasing
		(u)	$\| S l o p e \| \to$ constant

Q. A particle is moving with a uniform velocity v along a straight line. wht will be the velocity time graph of motion of the following cases
1)object is moving in positive direction with positive acceleration.
2)object is moving in positive direction with negative acceleration.

Q. the velocity time graph of a body has a negative slope. the body is undergoing?

Q. Velocity of a particle is in negative direction with constant acceleration in positive direction. Then match the following.

\begin{matrix} Table-1 & Table-2 (A) Velocity - time graph & (P) Slope \to negative (B) Acceleration - time graph & (Q) Slope \to positive (C) Displacement - time graph & (R) Slope \to zero (S) | Slope | \to increasing (T) | Slope | \to decreasing (U) | Slope | \to constant \end{matrix}

Can position- time graph have a negative slope?

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