What is the direction of the change in velocity of the ball?

In summary, the softball changes its direction to the opposite side with the same speed of 16 m s–1 after being struck at an angle of 45° from its original direction. To find the direction of the change in velocity, we can use the equation mgsinX/m, but it is important to remember that velocity is a vector and we must consider the components to find the change in velocity accurately.
  • #1
rachael
55
0
9 A softball of mass 0.15 kg traveling at a speed of
16 m s–1 is struck so that it moves away from the bat at
an angle of 45° to its original direction and with the
same speed.
a What is the direction of the change in velocity of the
ball?
how do u work this question out ?
the book told me to use mgsinX/m
when i tried to do it it does not give the correct answer



thank you
 
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  • #2
The direction of the change in velocity must be in the direction of the final velocity of the ball since the ball changes its direction to opposite side. Can you clear the all questions?
 
  • #3
rachael said:
9 A softball of mass 0.15 kg traveling at a speed of
16 m s–1 is struck so that it moves away from the bat at
an angle of 45° to its original direction and with the
same speed.
a What is the direction of the change in velocity of the
ball?
how do u work this question out ?
the book told me to use mgsinX/m
when i tried to do it it does not give the correct answer
thank you

To find the change in velocity, remember that velocity is a vector. So:
[tex]v_0+\Delta v = v[/tex] by definition
[tex]\Delta v = v+(-v_0)[/tex] where -v0 is a vector of length v0 in the opposite direction to the vector v0.

So assume v0 is pointing along the +x axis. Then v is pointing at 45 degrees above the -x axis. [tex]\Delta v[/tex] is a vector pointing from the head of v0 to the head of v. Using components you should be able to find the components of the change in velocity.

-Dan
 

FAQ: What is the direction of the change in velocity of the ball?

1. What is velocity?

Velocity is a measurement of the rate and direction of an object's movement. It is a vector quantity, meaning it has both magnitude (speed) and direction.

2. How is velocity different from speed?

While both velocity and speed measure how fast an object is moving, velocity also includes the direction of movement. Speed only measures the rate of movement.

3. What is the direction of the change in velocity?

The direction of the change in velocity is the direction in which the object is accelerating or decelerating. This can be determined by the sign (positive or negative) of the change in velocity.

4. How is the direction of change in velocity calculated?

The direction of change in velocity can be calculated using the formula: change in velocity = final velocity - initial velocity. If the result is positive, the direction of change is in the same direction as the final velocity. If the result is negative, the direction of change is in the opposite direction.

5. What factors can affect the direction of change in velocity of a ball?

The direction of change in velocity of a ball can be affected by factors such as external forces (e.g. gravity, friction), collisions with other objects, and the shape and size of the ball itself.

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