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According to the text, work in physics is a scalar quantity. What does this mean?
According to the text, work in physics is a scalar quantity. What does this mean?
- Work is a vector quantity.
- Work is a scalar quantity. (correct)
- Work can be positive or negative.
- Work has magnitude and direction.
What is the formula for calculating work?
What is the formula for calculating work?
- $W = F \cdot d$ (correct)
- $W = F \times d$
- $W = Fd$
- $W = F/d$
When is work considered zero?
When is work considered zero?
- When the work formula is not applicable.
- When the displacement is zero.
- When the angle between the force and displacement vectors is zero degrees. (correct)
- When the force is zero.
Which of the following is true about the relationship between the force and displacement vectors in positive work?
Which of the following is true about the relationship between the force and displacement vectors in positive work?
What is the angle between the force and displacement vectors in negative work?
What is the angle between the force and displacement vectors in negative work?
What is the angle between the force and displacement vectors in zero work?
What is the angle between the force and displacement vectors in zero work?
What is the work done by the chocolate box traveling at 12 m/s with a weight of 0.5 kg?
What is the work done by the chocolate box traveling at 12 m/s with a weight of 0.5 kg?
Which one of the following is true about work?
Which one of the following is true about work?
Which of the following examples represents positive work?
Which of the following examples represents positive work?
Which of the following examples represents zero work?
Which of the following examples represents zero work?
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