for part A which answer is correct? The given function is... cos(t) f(t) t We know...

Question

Question

for part A which answer is correct?

Answer 1

Answer #1

ast fds L Cas t S ds +82 LIast og L1+s fttsin d L Sin at L Sin3 3 3 Lt sin3t da s9 + 3 Ans

Answer 2

Similar Homework Help Questions

Homework Set 5 f(t) F(S) Section 4.1: Apply the definition to directly find the Laplace transforms...

Homework Set 5 f(t) F(S) Section 4.1: Apply the definition to directly find the Laplace transforms of the given functions. (s > 0) 1 (s > 0) S- 1. Kt) = 12 2. f = 23t+1 Use transforms from the Table (op right) to find the Laplace transforms of the given functions. t" ( n20) (s > 0) r(a + 1) 1a (a > -1) (s > 0) 5+1 3. f(t) = VE +8t 4. f(t) = sin(2tcos(2t) Use the...
dan Multiplication by t. 8. Find the following Laplace transforms using the formula L[t"f(t)] = (-1)",...

dan Multiplication by t. 8. Find the following Laplace transforms using the formula L[t"f(t)] = (-1)", (a) [t3e-36] (b) C[(t + 2)2e'] (c) C[t(3 sin 2t - 2 cos 2t)] (d) L[tsin t] (e) C[t cosh 3t) (1) [(t-1)(t - 2) sin 3t] (g) [t3 cost] 9. Applying L[t"f(t)] = (-1)", , calculate (a) Sºte-3t sin t dt (b) Scºt?e-t cost dt recimento e contato Llegarsim 225 (-1)" IEC d'Fs) dsh
Find the Laplace transform of the function f(t). f(t) = sin 3t if 0 <t< <...

Find the Laplace transform of the function f(t). f(t) = sin 3t if 0 <t< < 41; f(t) = 0 ift> 41 5) Click the icon to view a short table of Laplace transforms. F(s) = 0

3. Consider a function F(t) which is zero for negative t, and takes the value exp(-t/2...

3. Consider a function F(t) which is zero for negative t, and takes the value exp(-t/2 ) for > 0. Find its Fourier transforms, C(w) and S(w), defined in 200 F(t) = C(w) cos(wt) dw + Sw) sin(wt) do. J-00 J-00 [Hint: Use Euler's theorem.] 4. Demonstrate that Sr?)dt = 2* ["icºw) +8?(]dio, J-00 J-00 where the relation between F(t), C(w), and S(w) is defined above. This result is known as Parseval's theorem.
true ir false. PLEASE answer asap! 1. If () is defined for t > 0, then...

true ir false. PLEASE answer asap! 1. If () is defined for t > 0, then its Laplace transform is given by S e rt)ds 2 c(cos 2t) - .. 3. с{:} = 4 4. (6e-ге) = 5. (ut – 3) + 2 (t – 5)) = " + 2 но оо оо оо wo oo o o o o 6. If (6) had period 4, then then c{f() = -le-stf(t) dt 7. г-1 А) = 3t?
Verify the following using MATLAB 2) (a) Consider the following function f(t)=e"" sinwt u (t (1)...

Verify the following using MATLAB 2) (a) Consider the following function f(t)=e"" sinwt u (t (1) .... Write the formula for Laplace transform. L[f)]=F(6) F(6))e"d Where f(t is the function in time domain. F(s) is the function in frequency domain Apply Laplace transform to equation 1. Le sin cot u()]F(s) Consider, f() sin wtu(t). From the frequency shifting theorem, L(e"f()F(s+a) (2) Apply Laplace transform to f(t). F,(s)sin ot u (t)e" "dt Define the step function, u(t u(t)= 1 fort >0...

Elementary Laplace Transtorms Y(S) = {f} -L e-stf(t)dt fc = C-'{F(s)} F(s) = {f} f(t) =-'{F(s))...

Elementary Laplace Transtorms Y(S) = {f} -L e-stf(t)dt fc = C-'{F(s)} F(s) = {f} f(t) =-'{F(s)) F(s) = {f} -CS 1. 1 1 12. uct) le S> 0 S> 0 . s S 2. eat 1 13. ucOf(t-c) e-csF(s) S> a S-a n! 3. t",n e Z 14. ectf(t) F( sc) S> 0 sh+1 4. tP, p>-1 (p+1) S> 0 SP+1 15. f(ct) F). c>0 16. SFt - 1)g(t)dt F(s)G(*) 5. sin at S> 0 16. cos at 17. 8(t...
f(t) F(S) (s > 0) S (s > 0) n! t" ( no) (s > 0)...

f(t) F(S) (s > 0) S (s > 0) n! t" ( no) (s > 0) 5+1 T(a + 1) 1a (a > -1) (s > 0) $4+1 (s > 0) S-a 1. Let f(t) be a function on [0,-). Find the Laplace transform using the definition of the following functions: a. X(t) = 7t2 b. flt) 13t+18 2. Use the table to thexight to find the Laplace transform of the following function. a. f(t)=t-4e2t b. f(t) = (5 +t)2...
Let f(t) be a function on [0, 00). The Laplace transform of fis the function F...

Let f(t) be a function on [0, 00). The Laplace transform of fis the function F defined by the integral F(s) = e - stf(t)dt. Use this definition to determine the 0 Laplace transform of the following function. - 10 The Laplace transform of f(t) is F(s) = for all positive st and F(s) = 2 + 4 5 otherwise.

Given a continuous periodic function f ( t ) with period 3 T, let F (...

Given a continuous periodic function f ( t ) with period 3 T, let F ( s ) be the Laplace transform of f ( t ). Identify the correct expressions for A and B which make the formula for the Laplace transform of f ( t ) correct: F ( s ) = ∫ 0 A f ( t ) e − s t d t 1 − e B Group of answer choices Given a continuous periodic function...