Me I Am So Terrible At Physics

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Anna seeks help with understanding physics formulas after struggling with a practice test. She specifically asks for guidance on three questions related to power generation from falling water, mechanical energy loss during a slide, and the distance slid by a base runner. Respondents suggest focusing on gravitational potential energy for the first question and the kinetic energy formula for the second. They also advise considering the force of friction to determine the distance in the third question. Overall, the discussion emphasizes the need for clarity on fundamental physics concepts and formulas.
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Please Help Me! I Am So Terrible At Physics!

Hi everyone! I am new here and I am asking this question because this year I enrolled in Physics, and my teacher is horrible. On a practice test, we have 3 questions that I just cannot figure out!
Could you all help me? I don't need answers, I just can't understand the formulas, or which ones to use. If you all could just tell me what formulas, I could piece together the rest!

Thank you!
Anna

1) Water flows over a section of Niagra Falls at the rate of 1.2 x 10E6 (to the sixth) kg/s and falls 50.0 m. How much power is generated by the falling water?
a) 9.50 x 10E6 W
b) 5.90 x 10E8 W
c) 1.04 x 10E5 W
d) 6.40 x 10E4 W



2) A 70.0 kg base runner begins his slide into second base while moving at a speed of 4.0 m/s. The coefficent of friction between his clothes and Earth is .70 . He slides so that his speed is 0 just as he reaches the base. How much mechanical energy is lost?
a) -8.4 x 10E2 J
b) -2.3 x 10E3 J
c) -5.6 x 10E2 J
d) -9.5 x 10E4 J


3) (Cont. from question 2) How far does he slide?
a) 1.2 m
b) 5.1 m
c) 8.3 m
d) 3.7 m
 
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For the first question, deal with energy first before power... in 1s, how much energy is produced... think gravitational potential energy.

For the second question, what is the formula for kinetic energy?

For the third... what is the force of friction... through what distance does the force of friction act to bring the energy of the runner to 0.
 
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