![Two graphs that depict a one dimensional water wave, as a function of position, at two separate times (at 1-0 s and t = 1.0 s) are shown below What is the velocity of this water wave (give at least two different answers make sure to indicate whether it is moving to the left or right in each case)? a. y m] at 0.0s +0.1 0.0 -0.1 x [m] 1.0 2.0 3.0 ix) [m] at t 1.0s +0.1 2.0 3.0 -0.1](http://img.homeworklib.com/questions/b90abd00-6fae-11ea-b2fe-01c16a445a52.png?x-oss-process=image/resize,w_560)
![PHYS 2C Week 3 Worksheet Name I. A rubber ducky (located at x 0.4 m) floats on a lake and bobs up and down due to one dimensional water waves. Shown below are a y(x) graph that depicts the water wave as a function of position at the time t-0 s and a y() graph that depicts the vertical displacement of rubber ducky at x 0.4 m as a function of time. a. Explain how the y vs. y(x) [m] at t = 0.0s graph tells you whether +. this wave is moving to the right or to the 8 1.0 2 2,0 -0.1 Csc st to y(t) [m] for x = 0.4m +0.1 0.0 -0.1 5.0 15.0 write out the equation of motion y(x,t)-Asin! 2π-±2π→ D for this wave. Make sure you specify the values for d. T λ φ + and D](http://img.homeworklib.com/questions/b9897ed0-6fae-11ea-9145-2d6a96fe6bac.png?x-oss-process=image/resize,w_560)
Homework Answers
1. Check value of y at t =0 and t= 1 .As y at t=1> y at t =0 .It's mean wave is going to right
2. Check value of y at t =0 and x =0.4 and at t = 1 and x =0.4 .The former one is greater .It means wave is going to left .
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I need help with these two problems, I know how to find the
phase shift I...
Could you help me with this question and write how to do it I need to...
Could you help me with this question and write how to do it I
need to understand it
1-3397998-t-content-rid-29506614 J/courses phYS,002C,020,19w/w19%2opmysics20742015AL Activity 15A-2 Two graphs that depict a one dimensional water wave, as a function of position, at hwo separate times (at t = 0 s and 1-1.0s) are shown below. a. What is the velocity of this water wave (give at least two different answers make sure to indicate whether it is moving to the left or right in...
12. A rubber ducky (located atx = 0 m) floats on a lake and bobs up...
12. A rubber ducky (located atx = 0 m) floats on a lake and bobs up and down due to one dimensional water waves Shown are a y() graph that depicts the vertical displacement of rubber ducky as a function of time and a y(x) graph that depicts the water wave as a function of position at the time t = 0 s What is the velocity of this water wave (both speed and direction)? y (in cm) at x...
I need help with understanding the shifting stuff on these problems I know the answers for...
I need help with understanding the shifting stuff on these problems I know the answers for all of them but im trying to understand how you get there The following equilibrium was established. Predict what would happen if each of the following changes were made to the conditions of the equilibrium. (2 points each). Ba(OH)2· 8H2O(s) + 2NH4NO3 (s) ↔ Ba(NO3)2 (aq) + 3NH3 (aq) + 10H2O(g) DH = +110.2 kJ What would happen if water vapor were added to...
I don’t understand the question. Please explain what they are asking for and please explain your...
I don’t understand the question. Please explain what they are
asking for and please explain your answer. Thanks for the
help!
D (cm) 3, Draw the snapshot graph D(x, t = 1.0 s) at t = 1.0 s for the wave shown on the right. (The figure given corresponds to how the amplitude changes at the fixed position x -O m with time. The speed is given (1.0 m/s). You now have to draw D (cm) versus x (m), for...
Help me!! Please solve (1) and (2). And I desperately want to know how to solve (2) by using MATLAB. Please teach me Ma...
Help me!! Please solve (1) and (2).
And I desperately want to know how to solve (2) by using
MATLAB. Please teach me Matlab code in detail.
a rectangular shape Aluminum block (L=10mm, D=3mm) has well
insulated top and bottom. The left surface has thermal boundary
condition, and the right surface has convection boundary
condition.
* the surface temperature Ts=100℃, the ambient air temperature
Ta=20℃, heat transfer coefficient h=120 W/(m^2*K)
* thermal conductivity of Aluminum = 220 W/m*K, density of...
I need some help on these two proofs... I know for the first question I am...
I need some help on these two proofs... I know for the first
question I am meant to prove it using the definition of a
left/right limit. The second proof I am not too certain. Any help
is much appreciated. Thank you!
1. Let f be a function defined on an interval I. Let a be an interior point of I Show that f is continuous at a if and only if both left limit and right limit of f...
need to know how function has horizantallyshifted, stretched or compressed , y and x axis deflection...
need to know how function has horizantallyshifted, stretched or
compressed , y and x axis deflection
and. vertical shift. need the units though
m(x) =Vx + 1+ 2 the more basic function has been shifted, r graph. Any further inputs required to complete th e Units ct the type of transformations to create the correct graph. Any furthe ropriate selection is made. Horizontal Shift Left Right None Units Stretch/Compress Stretch Compress None 10 X-Axis Reflection O Yes No y-Axis Reflection...
1. [1pt] The following formula represents the transverse displacement from equilibrium of a particle on a...
1. [1pt] The following formula represents the transverse displacement from equilibrium of a particle on a string y(x) -1.5 cos(3x+900, where x is measur T (true), F (alse), G (greater than), L (less than), or E (equal to), For example, if the first statement is true, and the others should be completed with "equal to", enter TEEE ed in meters, y in centimeters, and t in seconds. Select the correct answer for each of the statements below fro You only...
A boat is moving to the right at 5.0 m/s with respect to the water. An...
A boat is moving to the right at 5.0 m/s with respect to the
water. An ocean wave is moving to the left, opposite the motion of
the boat. The waves have 2.0 m between the top of the crests and
the bottom of the troughs. The period of the waves is 8.3 s, and
their wavelength is 110 m. The water wave acts like a cosine
function as ?(?, ?) = ? cos(?? + ?? + ?). At one...
need help with ANALYZE PART A AND B and FINALIZE EXPLORE A car is moving with constant acceleration along a straight road (A) Determine how the velocity and the displacement of the car vary with t...
need help with ANALYZE PART A AND B and FINALIZE
EXPLORE A car is moving with constant acceleration along a straight road (A) Determine how the velocity and the displacement of the car vary with time if the car is initialy moving to the right with a speed of 9.0 m/s and has an acceleration to the right of 1.7 m/s (B) Determine the velocity as a function of time when the velocity is instead initially to the right and...
Could you help me with this question and write how to do it I
need to understand it
1-3397998-t-content-rid-29506614 J/courses phYS,002C,020,19w/w19%2opmysics20742015AL Activity 15A-2 Two graphs that depict a one dimensional water wave, as a function of position, at hwo separate times (at t = 0 s and 1-1.0s) are shown below. a. What is the velocity of this water wave (give at least two different answers make sure to indicate whether it is moving to the left or right in...
12. A rubber ducky (located atx = 0 m) floats on a lake and bobs up and down due to one dimensional water waves Shown are a y() graph that depicts the vertical displacement of rubber ducky as a function of time and a y(x) graph that depicts the water wave as a function of position at the time t = 0 s What is the velocity of this water wave (both speed and direction)? y (in cm) at x...
I don’t understand the question. Please explain what they are
asking for and please explain your answer. Thanks for the
help!
D (cm) 3, Draw the snapshot graph D(x, t = 1.0 s) at t = 1.0 s for the wave shown on the right. (The figure given corresponds to how the amplitude changes at the fixed position x -O m with time. The speed is given (1.0 m/s). You now have to draw D (cm) versus x (m), for...
Help me!! Please solve (1) and (2).
And I desperately want to know how to solve (2) by using
MATLAB. Please teach me Matlab code in detail.
a rectangular shape Aluminum block (L=10mm, D=3mm) has well
insulated top and bottom. The left surface has thermal boundary
condition, and the right surface has convection boundary
condition.
* the surface temperature Ts=100℃, the ambient air temperature
Ta=20℃, heat transfer coefficient h=120 W/(m^2*K)
* thermal conductivity of Aluminum = 220 W/m*K, density of...
I need some help on these two proofs... I know for the first
question I am meant to prove it using the definition of a
left/right limit. The second proof I am not too certain. Any help
is much appreciated. Thank you!
1. Let f be a function defined on an interval I. Let a be an interior point of I Show that f is continuous at a if and only if both left limit and right limit of f...
need to know how function has horizantallyshifted, stretched or
compressed , y and x axis deflection
and. vertical shift. need the units though
m(x) =Vx + 1+ 2 the more basic function has been shifted, r graph. Any further inputs required to complete th e Units ct the type of transformations to create the correct graph. Any furthe ropriate selection is made. Horizontal Shift Left Right None Units Stretch/Compress Stretch Compress None 10 X-Axis Reflection O Yes No y-Axis Reflection...
1. [1pt] The following formula represents the transverse displacement from equilibrium of a particle on a string y(x) -1.5 cos(3x+900, where x is measur T (true), F (alse), G (greater than), L (less than), or E (equal to), For example, if the first statement is true, and the others should be completed with "equal to", enter TEEE ed in meters, y in centimeters, and t in seconds. Select the correct answer for each of the statements below fro You only...
A boat is moving to the right at 5.0 m/s with respect to the
water. An ocean wave is moving to the left, opposite the motion of
the boat. The waves have 2.0 m between the top of the crests and
the bottom of the troughs. The period of the waves is 8.3 s, and
their wavelength is 110 m. The water wave acts like a cosine
function as ?(?, ?) = ? cos(?? + ?? + ?). At one...
need help with ANALYZE PART A AND B and FINALIZE
EXPLORE A car is moving with constant acceleration along a straight road (A) Determine how the velocity and the displacement of the car vary with time if the car is initialy moving to the right with a speed of 9.0 m/s and has an acceleration to the right of 1.7 m/s (B) Determine the velocity as a function of time when the velocity is instead initially to the right and...
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