If K.E. body is increased by 100 % then % change in its momentum is:
Physics
Power, Energy, and Efficiency
463 QuestionsPower, energy, and efficiency are fundamental physics concepts that quantify work and the rate of doing work. Questions cover electrical energy consumption in kilowatt hours, the efficiency of thermodynamic cycles like the Brayton cycle, and mechanical power lifting loads. This topic is essential for general science and engineering exam preparation.
Power, Energy, and Efficiency Questions
The capacity to do work is termed as
When water falls from a height, the energy changes from,
The efficiency of a solar cell is 20% and its surface area is $4 {cm}^{2}$. Find the electrical energy generated in one second, by 3000 cells, connected in a solar panel, if $640 J$ of solar energy is incident on one meter square area, in one second.
A pump is required to lift 1000 kg of water per minute from a well 20 m deep and eject it at a rate of 20 $ms^-1$. What (horsepower engine is required for the purpose of lifting water)?
Power of a water pump is 2 kW. If $g=m/{ sec }^{ 2 }$, The amount of water it can raise in one minute to a height of 10 m/s
A pump motor is used to deliver water at a certain rate from the given pipe. To obtain 'n' times water from the same pipe in the same time, the amount of power of the motor should be increased to:
One horse power is equal to
A biogas plant works to its maximum capacity when
How much coal is needed to supply enough electricity to light ten 100-watt bulbs for about an hour?
If $5$ joules of energy is available at producer level then find the energy transferred to the lion in the following food chain.
Plants $\rightarrow$ Deer $\rightarrow$ Lion
If the energy produced by plants is 800,000 kJ, then how much energy will exist at the level of secondary consumers?
Assume you had a 10m$^2$ pond to study. You measured the amount of light energy bathing the water surface at 1,000kcal.
What is an average incident energy?
A Leaf of $20 \,cm^2$ grows $5 \,cm^2$ per hour and $B$ Leaf of $25 \,cm^2$ grows $5 \,cm^2$ per hour
The relative growth rate of leaf $A$ and $B$ respectively is