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how would you solve the last problem?
R145 TE0,8SN Ag Ts= 1.21 N Ap A, CasB-t1-Cos-CY...
(10%) Problem 6: After a mishap, a m-85 kg circus performer clings to a trapeze which...
(10%) Problem 6: After a mishap, a m-85 kg circus performer clings to a trapeze which is being pulled to the side by another circus artist as displayed in the figure. The left rope (with tension T1) is at an angle θ,-15° to the vertical. The right rope (with tension T2) is an at angle θ,-11° from the horizontal. Assume the person is momentarily motionless. 25% Part (a) Write an equation for the net horizontal force on the performer Fr...
Please can you tell me if my diagram is correct and how i did it is...
Please can you tell me if my diagram is correct and how i did it
is correct
Is this correct that I can use 31 for my angle because
it an opposite angle to the angle given in the picture
(a) Find the tension in each cable supporting the 540-N cat burglar. (Assume the angle θ of the inclined cable is 31.00.) inclined cable horizontal cable vertical cable T, sin 31° -540 T,(0.5150) T2(0.5150) T, cos 31°-T, = 0 T,...
Page 2 II. (7) Use the Laplace transform to solve the IVP y" - 5y' +...
Page 2 II. (7) Use the Laplace transform to solve the IVP y" - 5y' + 6y = 8(t-1), y(0) = 0,0) = 0, where the right hand side is the Dirac Delta Function (t - to) for to = 1. You may use the partial fraction decomposition 1 + 52-58 +6 2 S-3 but you need to show all the steps needed to arrive to the expression 1 52-58 +6 in order to receive credit. f(t)=L-'{F(s) Table of Laplace...
Page 4 IV. (10) Use the Laplace transform to solve the IVP y" - 2y +...
Page 4 IV. (10) Use the Laplace transform to solve the IVP y" - 2y + y = f(t), y(0) = 1, y(0) = 1, where t<5 f(t) = t-5, t5 You may use the partial fraction decomposition 7(x2–2x+1) (6-1) + + - , but you need to show all the steps needed to arrive to the expression -16-28+1) in order to receive credit. f(t)=L-'{F(s) Table of Laplace Transforms F(s)=L{()} f(t)= L-'{F(s) F(s)=L{f(t)} 1. 2. et s-a 3. r", n=1,2,3,......
ements Constants ents SOLUTION We will look at an example where several forces are acting on...
ements Constants ents SOLUTION We will look at an example where several forces are acting on an object, but in this case the forces are not all along the same axis. As shown in (Figure 1), a car engine with weight to hangs from a chain that is linked at point to two other chains, one fastened to the ceiling and the other to the wall. Find the tension in each of the three chains, assuming that is given and...
PRACTICE T Use the worked example above to help you solve this problem. A traffic light...
PRACTICE T Use the worked example above to help you solve this problem. A traffic light weighing 1.01 X 102 N hangs from a vertical cable tled to two other cables that are fastened to a support, as shown in Figure (a). The upper cables make angles of 0, -35.5 and 02 -54.5e with the horizontal. Find the tension in each of Ti Your respo 7 have a mistake in your calculation. Carry out alfintermediate results to at least four-digit...
(1 point) Solve the equations below exactly. Give your answers in radians, and find all possible...
(1 point) Solve the equations below exactly. Give your answers in radians, and find all possible values for t in the interval Osis 2x. If there is more than one answer, enter your solutions in a comma separated list. sin (t) = -12 when 5pi/4.7pi/4 cos (t) = 3 when 1 = 11pi/6, p/6 (c) tan (t) = -ta when (1 point) Solve the following equation in the interval [0, 2 1. Note: Give the answer as a multiple of...
Would someone help me with the last 3 questions here, I got the previous ones but need help with the last 3 in red. Than...
Would someone help me with the
last 3 questions here, I got the previous ones but need help with
the last 3 in red. Thank you
Transcribed:
Now that you nd a rst order system of ODEs, you can solve it
using the Huens method ac-
cording to the material you covered in computational module 2. A
template of the code which
will help you to get started is also available. Attach the complete
code as a pdf page to...
Problem 1: Consider a 2nd order homogeneous differential equation of the form aa2y"(x)bay(x) + cy =...
Problem 1: Consider a 2nd order homogeneous differential equation of the form aa2y"(x)bay(x) + cy = 0 (1) where a, b, c are constants satisfy so that y(x) = x (a) Find and justify what conditions should a constant m to (1) is a solution (b) Using your solution to (1) Write these three different cases as an equation that a, b,c satisfy. Hint: Use the quadratic formula we should get three different cases for the values that m can...
please show all work. Thanks in advance :) To determine the 5 key points, you want to determine the x-coordinates of...
please show all work. Thanks in advance :)
To determine the 5 key points, you want to determine the x-coordinates of each quarter period. For exam sin(Bx + C), you want to set Bx + C equal to ple, to graph a function in the form y 0巨,T,T, and 2π to determine the new x-coordinates that you will use in your graphs. ch a detailed graph for each of the following functions. Graph at least one full period, indicating the...
(10%) Problem 6: After a mishap, a m-85 kg circus performer clings to a trapeze which is being pulled to the side by another circus artist as displayed in the figure. The left rope (with tension T1) is at an angle θ,-15° to the vertical. The right rope (with tension T2) is an at angle θ,-11° from the horizontal. Assume the person is momentarily motionless. 25% Part (a) Write an equation for the net horizontal force on the performer Fr...
Please can you tell me if my diagram is correct and how i did it
is correct
Is this correct that I can use 31 for my angle because
it an opposite angle to the angle given in the picture
(a) Find the tension in each cable supporting the 540-N cat burglar. (Assume the angle θ of the inclined cable is 31.00.) inclined cable horizontal cable vertical cable T, sin 31° -540 T,(0.5150) T2(0.5150) T, cos 31°-T, = 0 T,...
Page 2 II. (7) Use the Laplace transform to solve the IVP y" - 5y' + 6y = 8(t-1), y(0) = 0,0) = 0, where the right hand side is the Dirac Delta Function (t - to) for to = 1. You may use the partial fraction decomposition 1 + 52-58 +6 2 S-3 but you need to show all the steps needed to arrive to the expression 1 52-58 +6 in order to receive credit. f(t)=L-'{F(s) Table of Laplace...
Page 4 IV. (10) Use the Laplace transform to solve the IVP y" - 2y + y = f(t), y(0) = 1, y(0) = 1, where t<5 f(t) = t-5, t5 You may use the partial fraction decomposition 7(x2–2x+1) (6-1) + + - , but you need to show all the steps needed to arrive to the expression -16-28+1) in order to receive credit. f(t)=L-'{F(s) Table of Laplace Transforms F(s)=L{()} f(t)= L-'{F(s) F(s)=L{f(t)} 1. 2. et s-a 3. r", n=1,2,3,......
ements Constants ents SOLUTION We will look at an example where several forces are acting on an object, but in this case the forces are not all along the same axis. As shown in (Figure 1), a car engine with weight to hangs from a chain that is linked at point to two other chains, one fastened to the ceiling and the other to the wall. Find the tension in each of the three chains, assuming that is given and...
PRACTICE T Use the worked example above to help you solve this problem. A traffic light weighing 1.01 X 102 N hangs from a vertical cable tled to two other cables that are fastened to a support, as shown in Figure (a). The upper cables make angles of 0, -35.5 and 02 -54.5e with the horizontal. Find the tension in each of Ti Your respo 7 have a mistake in your calculation. Carry out alfintermediate results to at least four-digit...
(1 point) Solve the equations below exactly. Give your answers in radians, and find all possible values for t in the interval Osis 2x. If there is more than one answer, enter your solutions in a comma separated list. sin (t) = -12 when 5pi/4.7pi/4 cos (t) = 3 when 1 = 11pi/6, p/6 (c) tan (t) = -ta when (1 point) Solve the following equation in the interval [0, 2 1. Note: Give the answer as a multiple of...
Would someone help me with the
last 3 questions here, I got the previous ones but need help with
the last 3 in red. Thank you
Transcribed:
Now that you nd a rst order system of ODEs, you can solve it
using the Huens method ac-
cording to the material you covered in computational module 2. A
template of the code which
will help you to get started is also available. Attach the complete
code as a pdf page to...
Problem 1: Consider a 2nd order homogeneous differential equation of the form aa2y"(x)bay(x) + cy = 0 (1) where a, b, c are constants satisfy so that y(x) = x (a) Find and justify what conditions should a constant m to (1) is a solution (b) Using your solution to (1) Write these three different cases as an equation that a, b,c satisfy. Hint: Use the quadratic formula we should get three different cases for the values that m can...
please show all work. Thanks in advance :)
To determine the 5 key points, you want to determine the x-coordinates of each quarter period. For exam sin(Bx + C), you want to set Bx + C equal to ple, to graph a function in the form y 0巨,T,T, and 2π to determine the new x-coordinates that you will use in your graphs. ch a detailed graph for each of the following functions. Graph at least one full period, indicating the...
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