Please answer all parts with full & clear solutions so I can
understand :) 
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Please answer all parts with full & clear solutions so I can
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5. If...
Please answer all parts with full & clear solutions so I can understand :) 2. Consider...
Please answer all parts with full & clear solutions so I can
understand :)
2. Consider the following system of ordinary differential equations, 3 y1 (t) 4у (t) dy1 (t)/dt dy2 (t)/dt 4y2(t), 3 y2(t) with initial conditions yı(0) = 1, y2(0) = 0. (a) Write down the system of ordinary differential equations in matrix-vector form. You should also give the initial conditions in vector form. [2] [6] (b) Find exp(At), where A is the matrix you found in (a)....
Please answer all parts with full, clear solutions so i can understand :) :) Q2 (6 points) If C is a smooth plane curve...
Please answer all parts with full, clear solutions so i can
understand :) :)
Q2 (6 points) If C is a smooth plane curve with parametrization r r(t),t E [a, b], then the curvature K(t) of C at the point r(t) is defined to be the magnitude of the rate of change -ll dT of the unit tangent vector with respect to the arc length. That is, = ds () [2p] Show that K(t) = ||F (C) xr" (t)|| r...
Please answer all parts of the question with detailed explanation so I can understand 1. (30pts)...
Please answer all parts of the question with detailed
explanation so I can understand
1. (30pts) Sketch stem plots for the following discrete-time signals in the interval-5 n 10. (b) z2[n] = 3cos(0.2m)u[n]
Please answer all parts with full, complete solutions and PLEASE explain all steps! My exam is...
Please answer all parts with full, complete solutions and PLEASE
explain all steps! My exam is in a few hours, i know nothing, and
the textbook solutions are just answers with no solutions, but i'm
trying to understand :)
35. i) Solve x(t) = 13 + sint * x. 35. ii Solve x' k *x = 1,x(0) = 0,k >0 a constant 35. iii) Solve x' (k2) *x = 1,x(0) = 1,k 4 0.
35. i) Solve x(t) = 13...
please show step by step so i can understand how u get the answer so i...
please show step by step so i can understand how u get the
answer so i can reciprocate in the future thank you!!
Consider the homogeneous linear system. X' = (1 -%)x Find a general solution of the system. est x=c(")e + c3(11) x = c1 (1) et + c2 (?)e3t x = c1 (e' + c2 (3) e3t ce() et (i)e * = C1 + C2 e-3t
Please answer with full and clear solutions For functions F and G dependent on the coordinates...
Please answer with full and clear
solutions
For functions F and G dependent on the coordinates q and p and time t, Poisson Brackets are defined as:{F,G} = {i ( OF OG _ F OG) 4? (opi dqi oqi dpi) Prove the basic tenets of the Poisson bracket algebra: a) {F,G} = -{G,F} b) {Fı + F2,G} = {F1,G} + {F2,G} c) {F,qr} = Open d) {F,pr} = -2
please I can't understand the handwriting for the prevouis solutions so could you write them clear?...
please I can't understand the handwriting for the
prevouis solutions so could you write them clear?
2. What is Green Engineering? 3. Introduction to Fluid mechanics 4. Why do we need to learn fluid flow? 5. Introduction to Deep Eutectic Solvents 6. Applications of Deep Eutectic Solvents 7. Advantages of Deep Eutectic Solvents. 8. Conclusion and remarks.
please helo i dont understand - full work please 1. (4 pts) Prove that Laplace transform...
please helo i dont understand - full work please
1. (4 pts) Prove that Laplace transform of u.(t) = -.Hint: Use the definition of u (t) and integral definition of Laplace. BE CLEAR & USE NOTATIONS. SHOW ALL STEPS FOR FULL CREDIT.
Please answer this question step by step correctly parts a, b, and c so I can...
Please answer this question step by step correctly parts
a, b, and c so I can understand it. I'm having trouble
understanding VISUALIZATION OF DYNAMICAL SYSTEMS. For each part,
determine all the equilibrium points by hand. Then, PLOT THE VECTOR
FIELD AND THE PHASE PORTRAIT. From the phase portrait, determine
stability(stable ISL, locally or globally asymptotically stable, or
unstable) of EACH EQUILIBRIUM POINT. PLEASE ANSWER ALL THE PARTS.
Here is the rest of the question. This is due
tomorrow.
1....
Can somebody please help me solve and understand this problem.. please Just to be clear, bc...
Can somebody please help me solve and understand this problem..
please
Just to be clear, bc i know its blurry the numbers are 8 and -8
Thank you so much
Write legibly, explain your steps/solutions. Your solutions are limited to this sheet only (fro Question 1 (40pts) Find the DTFT of the following signal, simplify as much as you can. rIn] 6 o- =1 -3 -2-1 01 2 34 s
Please answer all parts with full & clear solutions so I can
understand :)
2. Consider the following system of ordinary differential equations, 3 y1 (t) 4у (t) dy1 (t)/dt dy2 (t)/dt 4y2(t), 3 y2(t) with initial conditions yı(0) = 1, y2(0) = 0. (a) Write down the system of ordinary differential equations in matrix-vector form. You should also give the initial conditions in vector form. [2] [6] (b) Find exp(At), where A is the matrix you found in (a)....
Please answer all parts with full, clear solutions so i can
understand :) :)
Q2 (6 points) If C is a smooth plane curve with parametrization r r(t),t E [a, b], then the curvature K(t) of C at the point r(t) is defined to be the magnitude of the rate of change -ll dT of the unit tangent vector with respect to the arc length. That is, = ds () [2p] Show that K(t) = ||F (C) xr" (t)|| r...
Please answer all parts of the question with detailed
explanation so I can understand
1. (30pts) Sketch stem plots for the following discrete-time signals in the interval-5 n 10. (b) z2[n] = 3cos(0.2m)u[n]
Please answer all parts with full, complete solutions and PLEASE
explain all steps! My exam is in a few hours, i know nothing, and
the textbook solutions are just answers with no solutions, but i'm
trying to understand :)
35. i) Solve x(t) = 13 + sint * x. 35. ii Solve x' k *x = 1,x(0) = 0,k >0 a constant 35. iii) Solve x' (k2) *x = 1,x(0) = 1,k 4 0.
35. i) Solve x(t) = 13...
please show step by step so i can understand how u get the
answer so i can reciprocate in the future thank you!!
Consider the homogeneous linear system. X' = (1 -%)x Find a general solution of the system. est x=c(")e + c3(11) x = c1 (1) et + c2 (?)e3t x = c1 (e' + c2 (3) e3t ce() et (i)e * = C1 + C2 e-3t
Please answer with full and clear
solutions
For functions F and G dependent on the coordinates q and p and time t, Poisson Brackets are defined as:{F,G} = {i ( OF OG _ F OG) 4? (opi dqi oqi dpi) Prove the basic tenets of the Poisson bracket algebra: a) {F,G} = -{G,F} b) {Fı + F2,G} = {F1,G} + {F2,G} c) {F,qr} = Open d) {F,pr} = -2
please I can't understand the handwriting for the
prevouis solutions so could you write them clear?
2. What is Green Engineering? 3. Introduction to Fluid mechanics 4. Why do we need to learn fluid flow? 5. Introduction to Deep Eutectic Solvents 6. Applications of Deep Eutectic Solvents 7. Advantages of Deep Eutectic Solvents. 8. Conclusion and remarks.
please helo i dont understand - full work please
1. (4 pts) Prove that Laplace transform of u.(t) = -.Hint: Use the definition of u (t) and integral definition of Laplace. BE CLEAR & USE NOTATIONS. SHOW ALL STEPS FOR FULL CREDIT.
Please answer this question step by step correctly parts
a, b, and c so I can understand it. I'm having trouble
understanding VISUALIZATION OF DYNAMICAL SYSTEMS. For each part,
determine all the equilibrium points by hand. Then, PLOT THE VECTOR
FIELD AND THE PHASE PORTRAIT. From the phase portrait, determine
stability(stable ISL, locally or globally asymptotically stable, or
unstable) of EACH EQUILIBRIUM POINT. PLEASE ANSWER ALL THE PARTS.
Here is the rest of the question. This is due
tomorrow.
1....
Can somebody please help me solve and understand this problem..
please
Just to be clear, bc i know its blurry the numbers are 8 and -8
Thank you so much
Write legibly, explain your steps/solutions. Your solutions are limited to this sheet only (fro Question 1 (40pts) Find the DTFT of the following signal, simplify as much as you can. rIn] 6 o- =1 -3 -2-1 01 2 34 s
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