, the angle ofelevation

Physics for Scientists and Engineers: Foundations and Connections
1st Edition
ISBN:9781133939146
Author:Katz, Debora M.
Publisher:Katz, Debora M.
Chapter9: Energy In Nonisolated Systems
Section: Chapter Questions
Problem 74PQ
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HW help! Please make a diagram of the situation with labels! Please include a frame of reference! All variables should be defined and constant quantities included. Please put units in the equations. Please justify the answers . And only use the formulas from the givens.
THANK YOU SO MUCH!!

Ramp Up
QUESTION A box is pushed across a variable angle ramp. As
the box is pushed parallel to the ramp, the angle of elevation of the ramp
increases. The ramp is frictionless
QUESTION, ASSUME:
• The ramp has a length of 3.4 m
• By the time the box is at the top of the ramp, the ramp is clevated 70
measured from the horizontal
• The box has a mass of 3o kg
• The man pushes parallel to the ramp with a force of 500 N
• The ramp and box have a of o and , of o
• The box starts at the bottom of the ramp with a speed of 2 m/s
• A frame of reference is not required for this problem
• A solution using Potential Energy (U) will not be accepted
QUESTION, DETERMINE:
The speed (v) of the box at the top of the ramp
Transcribed Image Text:Ramp Up QUESTION A box is pushed across a variable angle ramp. As the box is pushed parallel to the ramp, the angle of elevation of the ramp increases. The ramp is frictionless QUESTION, ASSUME: • The ramp has a length of 3.4 m • By the time the box is at the top of the ramp, the ramp is clevated 70 measured from the horizontal • The box has a mass of 3o kg • The man pushes parallel to the ramp with a force of 500 N • The ramp and box have a of o and , of o • The box starts at the bottom of the ramp with a speed of 2 m/s • A frame of reference is not required for this problem • A solution using Potential Energy (U) will not be accepted QUESTION, DETERMINE: The speed (v) of the box at the top of the ramp
Any/all* of the following relations underly the material and are hereby
GIVEN (written out for you) below:
EF = ma
f = H,N
v = lim
W = SF. dx
IFF lim
-v - v =
IFF = 0 - w = F. Ax
KE =mv?
a =
ΣW ΔΚΕ
a = lim
Δυ + ΣW
AKE
non-conservative
()-
-
IFF lim
= a
= Fdt
IFF lim
IFF E = 0 - = Ft
Ap
IFF lim
a - Ax =at + vt p = mv
%3D
-a - Ax =
IFF lim
Za
a =-
= 0
mgh
aa
=- kx
E- V ba
U =kr
ab
be
F =- G-
sin'e + cos e = 1
g z 10 m/s (On Earth)
G= 6. 67 x 10-"N-".
U. =- GMm
*Any given highlighted in RED has not been introduced in
lecture and, therefore, CANNOT be used
Transcribed Image Text:Any/all* of the following relations underly the material and are hereby GIVEN (written out for you) below: EF = ma f = H,N v = lim W = SF. dx IFF lim -v - v = IFF = 0 - w = F. Ax KE =mv? a = ΣW ΔΚΕ a = lim Δυ + ΣW AKE non-conservative ()- - IFF lim = a = Fdt IFF lim IFF E = 0 - = Ft Ap IFF lim a - Ax =at + vt p = mv %3D -a - Ax = IFF lim Za a =- = 0 mgh aa =- kx E- V ba U =kr ab be F =- G- sin'e + cos e = 1 g z 10 m/s (On Earth) G= 6. 67 x 10-"N-". U. =- GMm *Any given highlighted in RED has not been introduced in lecture and, therefore, CANNOT be used
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