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Flashcards: Work, Energy and Power

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Work, Energy & Power
Flash cards
Page 2


Work, Energy & Power
Flash cards
Work done by a constant force (continued)
Work done by a constant force      during displacement of 
point of application of force is
Page 3


Work, Energy & Power
Flash cards
Work done by a constant force (continued)
Work done by a constant force      during displacement of 
point of application of force is
Work done by a constant force
W = F
x
(x
2
– x
1
) + F
y
(y
2
– y
1
) + F
z
(z
2
– z
1
)
Where
Page 4


Work, Energy & Power
Flash cards
Work done by a constant force (continued)
Work done by a constant force      during displacement of 
point of application of force is
Work done by a constant force
W = F
x
(x
2
– x
1
) + F
y
(y
2
– y
1
) + F
z
(z
2
– z
1
)
Where
The work is said to be positive if the angle between force and 
displacement is acute (? < 90 ° ) because
W = = F S cos ? and cos ? = (+)ve
when ? < 90º.
The positive work means that the external force supplies 
energy to the system or body.
Page 5


Work, Energy & Power
Flash cards
Work done by a constant force (continued)
Work done by a constant force      during displacement of 
point of application of force is
Work done by a constant force
W = F
x
(x
2
– x
1
) + F
y
(y
2
– y
1
) + F
z
(z
2
– z
1
)
Where
The work is said to be positive if the angle between force and 
displacement is acute (? < 90 ° ) because
W = = F S cos ? and cos ? = (+)ve
when ? < 90º.
The positive work means that the external force supplies 
energy to the system or body.
Negative Work
The work is said to be negative if the angle between force and 
displacement is obtuse (? > 90 °) because cos? = (–)ve
when ? > 90 °.
The negative work means that the force is extracting energy 
from the system.
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FAQs on Flashcards: Work, Energy and Power

1. What's the difference between work and energy in physics, and why does it matter for NEET?
Ans. Work measures force applied over distance (W = F·d), while energy is the capacity to do that work. Energy exists in forms like kinetic and potential; work is the process of transferring it between objects. Understanding this distinction is crucial for solving NEET problems on mechanical energy conservation and work-energy theorems efficiently.
2. How do I calculate kinetic energy and what happens when velocity doubles?
Ans. Kinetic energy equals half mass times velocity squared (KE = ½mv²). When velocity doubles, kinetic energy quadruples because it depends on v². This non-linear relationship frequently appears in NEET questions testing conceptual understanding of how velocity changes affect motion energy dramatically.
3. Why is power different from energy, and which one do examiners test more in NEET?
Ans. Power measures the rate at which energy is transferred or work is completed (P = W/t), whereas energy is total capacity. Both are heavily tested, but power concepts dominate in circuits and mechanical systems. Examiners frequently ask: "How long does it take?" rather than "How much work?" - distinguishing these prevents answer mistakes.
4. What does the work-energy theorem actually mean, and how do I use it to solve problems?
Ans. The work-energy theorem states net work done equals change in kinetic energy (W_net = ΔKE). Rather than using kinematics equations, apply this directly: calculate all forces' work, then find velocity change. This shortcut saves time in friction and incline problems common in NEET physics assessments.
5. How do conservative and non-conservative forces affect mechanical energy differently in exam questions?
Ans. Conservative forces (gravity, springs) allow mechanical energy conservation; total energy remains constant. Non-conservative forces (friction, air resistance) dissipate mechanical energy as heat, reducing it. NEET examiners test this distinction through problems where mechanical energy is either conserved or decreases - recognizing which applies determines solution method instantly.
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