Error bars and slope error ??
Homework Statement
I have to construct a graph with three lines. The middle line is 'best fit', one line is 'max slope' the other 'min slope', and error bars need to be drawn. The error for the Y axis is too small to draw so there is only an error bar for X...
Homework Statement
Simple question I'm sure, but I want clarification if possible. If you do an experiment with the Atwood machine and you need to calculate 'g', should it be close to 9.8 m/s^2 ?
Homework Equations
No equations necessary, theoretical question. I would think the Atwood...
Homework Statement
What is the minimum work needed to push a 1200Kg car, 118m up 18 degree incline with no friction?
Homework Equations
I used mgsin18 - mgcos18 (don't think this is right)
I know with friction, you do mgsin18 - (coef. friction)(mg)(cos18), and then to get work you...
Homework Statement
A molecule has mass 5.3 x 10^-26 Kg and KE 6.24 x10^-21. What is the velocity in m/s?
Homework Equations
KE = mv^2 / 2
The Attempt at a Solution
I plug the numbers into the equation and get an answer of 15.34, but the correct answer is 48.6 m/s. Is this the wrong...
nope, still lost!
I think I'm stuck on where to start.
I keep trying to figure out the velocity in m/s then convert to rev/min.
Is there a better way to do it?
That's true, it doesn't sound right does it?
However, if the answer is supposed to be m/s2 in the end, wouldn't my calculation for V still be correct? Taking 148022 KM and converting to meters becomes 148022000 M. When multiplied by 6.28, I then get 9.3 X10^8. The number of seconds in a...
Homework Statement
Calculate the centripetal acceleration, in units of m/s2, of the Earth in its orbit around the Sun. Assume that the Earth's orbit is a circle of radius 148,022 thousand km.
Homework Equations
v= 2 pi r/ T
Ac = V^2/ r
The Attempt at a Solution
I solve for V and...
V = displacement / time elapsed,
W = number of radians / second
Is that right?
Acceleration is A = change in velocity / change in time
Angular accel. A = change in # of radians / change in time.
This is about all I know. I'm not sure how they are related or how you get rev/min from here...
Homework Statement
How many revolutions per minute would a 15m diameter Ferris wheel need to make for a person to feel 'weightless' at the topmost point?
Homework Equations
F= mv~2/r - mg
v = 2pi r/ T
The Attempt at a Solution
I get 8.57 m/s using the equation F= mv~2/r - mg
I...