Physics Problems, could you tell me if I did them right?

AI Thread Summary
The discussion centers on verifying calculations for three physics problems involving work and potential energy. The first problem involves calculating the work done by a parent pushing a stroller, with confusion over the distance used; it should be 830 m, not 10 km. The second and third problems, related to lifting a picture frame and lowering a textbook, appear to have correct calculations, yielding 11.025 J and 7.60 J respectively. Participants emphasize the importance of using the correct distance and force components in calculations. Overall, there is a consensus on the need for clarity and accuracy in physics problem-solving.
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1. A parent pushes a baby stroller from home to daycare along a level road with a force of 38 N directed at an angle of 30° below the horizontal. If daycare is 0.83 km from home, how much work is done by the parent?

(38N)(cos(-30))(.83km or 830m)=?

2. You have a 0.750 kg picture frame on a mantle 1.50 m high. How much work was required to lift the frame from the ground to the mantle?

0.750*9.80=7.35N(1.50)=11.025 J

3. You lower a 2.50 kg textbook (remember when textbooks used to be made out of paper instead of being digital?) from a height of 1.81 m to 1.50 m. What is its change in potential energy?

1.81-1.50=.31
(2.50kg)(9.80)(.31)

=7.60 J

Please if someone could confirm these, please be sure of the answer before responding, Thanks so much

Homework Statement


Homework Equations


The Attempt at a Solution

 
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The two last ones look correct, but your calculation on the first one doesn't make sense. Please explain, you're correct that E = F * d, but why is d = 10 km?

Wouldn't it be that d = 830 m and that F = 38 * cos 30? (cos 30 = cos -30) Then E = 27 kJ
 
My equation is W=(Fcos(theta))(change is direction x)

is it (38)(cos(-30))(.83)=27.3144 J
 
Haven't seen the above equation you're referring to before, but in the lower one: Remember, you must use 830 m and not 0,83 km, the definition of force is kg * m/s^2.
 
alright.

Could someone else work these problems and confirm if i did them right
 
I'm sorry, I'm a little confused. The formula (W = F cos(theta) * Change in direction) is the same as E = F * d, it's just a different notation.

I'm still curious where 10km came from though.
 
You're correct dude i know, it was a keying error
 
I just want multiple opinions on all these problems
 
I understand, that's always a smart thing to do ;)
 
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