Font size
WorksheetsFinal Exam Review Pt5
Total questions: 38
Worksheet time: 6hrs 20mins
812,500 J
44027.28 J
When a 5-kilogram object is lifted from the ground to a height of 10 meters, the gravitational potential energy of the mass is increased by approximately?
0.5J
2J
50J`
490J
It takes 87J of work to stretch an ideal spring with a spring constant of 27.84 n/m. What is the length of the spring?
2.2m
1.7m
2.5m
1.5m
A 90kg man climbs up a rope. At the top, his potential energy is 8,361.06 J. How high does the man climb up the rope?
5.12m
9.47m
8.32
4.15m
The formula "Force x Distance" is used to solve for (a) .
This formula " TimeWork " is used to solve for (a) >
This formula " TimeForce x Displacement " is used to solve for (a) .
This formula " 21 x Mass x Velocity2 " is used to solve for (a) .
This formula " TimeMass x Velocity " is used to solve for (a) .
Potential Energy has two types. Which are they? **there can be more than one answer**
Elastic Potential Energy
Height Energy
Gravitational Potential Energy
Small Energy
Big Energy
The formula "Mass x Gravity x Height" is used to solve for (a) .
The formula " 21 ×K ×X2 " is used to solve for (a) .
In the Formula " PEe = 21× K × X2 " what does the K represent?
(a)
In the Formula " PEe = 21× K × X2 " what must be done if you are given two distances for X2 ?
(a)
You move an 8-newton weight five meters in 4 seconds. How much power have you generated? *this is a 2 step problem*
What is needed to calculate work?
force
distance
time
mass
A 100 N force is applied to move a 15 kg object a horizontal distance of 5 meters at constant speed. How much work is done?
20 J
1,500 J
500 J
300 J
