L():t u(t-3)e6–3s13(s+2}s+22-3» ( +) o1(s+2}s+2e-* ( +) o3(s+2}s+2e-6–3s1(s+2} + 2) Oe-6-3s13-(s+2}S+2-3.se(s+2}e-3s-6(s+2}

Name: L():t u(t-3)e6–3s13(s+2}s+22-3» ( +) o1(s+2}s+2e-* ( +) o3(s+2}s+2e-6
Uploaded: 2024-03-20T06:46:42.000Z
Channel: Bartleby
Description: L():t u(t-3)e6–3s13(s+2}s+22-3» ( +) o1(s+2}s+2e-* ( +) o3(s+2}s+2e-6–3s1(s+2} + 2) Oe-6-3s13-(s+2}S+2-3.se(s+2}e-3s-6(s+2}

We will find out the required value.

Answered: L() tu(t-3) e6-3s ( 1 + (s+2} 3 s+2…

Math

Advanced Math

L() tu(t-3) e6-3s ( 1 + (s+2} 3 s+2 e2-3« ( + ) o 1 (s+2} S+2 e-3+ ( +) o 1 (s+2} s+2 ( e-6-3s 1 3 + (s+2} S+2 ( e-6-3s 1 3 (s+2} S+2 e-3s (s+2}

Algebra & Trigonometry with Analytic Geometry

13th Edition

ISBN:9781133382119

Author:Swokowski

Publisher:Swokowski

Chapter1: Fundamental Concepts Of Algebra

Section1.3: Algebraic Expressions

Problem 20E

See similar textbooks

Related questions

Q: Find the real solutions of each equation. Verify your results using a graphing utility.

A: 13) 2t-1=1 2t-1=1 2t=1+1 2t=2 t=1 Also, from the graph we have The…

Q: (4x -1-7) dr– (5x - 21-8) di = 0, when 1 = 1, x = -2 D (x-1-1)' = 8 (2r-t-3) O (5x - 21 - 8) = 3 (2x…

A: (4x-t-7)dx-(5x-2t-8)dt=0 when t=1, x=-2

Q: тах 2х, + 3x, - хз s.t X1 + 2x2 + x3 = 5 (1) -x1 + x2 + x3 21 (2) X1 + x2 + 2x3 <8 (3) X1 20 (4) X2…

A: Problem is Max Z = 2 x1 + 3 x2 - x3subject to2 x2 + x3 = 5- x1 + x2 + x3 ≥ 1x2 + 2 x3 ≤ 8and…

Q: Find the interval of convergence for the figure below

A: 1. ∑n=0∞ (-5)nn!(x+10)n2. ∑n=0∞ n!(x+5)n3. ∑n=0∞ en(x-2)n4. ∑n=0∞ (x+4)n(n ln n)2

Q: A chemist has three different acid solutions. The first acid solution contains 25 % acid, the second…

A: 154 11 33

Q: Uzn – V2n = (40 – vo)J2n+1 – (u–1 – v_1)2n+2+b(u_2– v-2) J2n for n>-1. From (2.35) uzn + v2n = (40+…

A: Required equations for calculation: Equation (2.37) u2n-v2n=u0-v0J'2n+1-u-1-v-1J'2n+2+bu-2-v-2J'2n…

Q: S 4x -Ry +32 = -2 2x +2y + Sz = 15 X+2y+3z=-3 -1x ty-2= 6 ! 3x-3y +22 = -4 ち=えも-s-x8 14+3x+2< 4y-2x…

Q: 2 x-29x+5 S- (x-4)°(x²+3) 2 (x-4)´(x

A: To Solve

Q: 2. 9y' - бу + у %3D0. у3) %3D - 2. у(3) %3D — 3. у" + бу + 9у — 0, у(0) %3D2. у (0) %3D — 2 4. 25y"…

Q: In Exercises 1–6, solve for x.

Q: L{(5t**1 (5 t2n+1 I+uz7 - 4*} O 25(4n+2)! 40(2n+1)! 16 54n+3 s2n+2 5(2n+1)! 2n+2 O 25(4n+1)!…

Q: 8z - 10 = zp (2# – 1) (x + 1) -4 In 12x-1| + 6 In Ix+1| +C -2 In 12x-11 + 6 In Ix+1| + C c) 3 In…

A: Let I=∫8x-102x-1x+1dx. Take the partial fraction of 8x-102x-1x+1. 8x-102x-1x+1=A2x-1+Bx+1

Q: 구 4- 2 -5 -4 -3 -2 -1 I 2 3 4 5 -21 -4 -7 -8- f(x) = %3D 45 3.

Q: Why does the ST-term in the T'-equation have a negative sign, while the ST term in the S'- equation…

Q: M=- (1-4w²)²+(2w³+2w)² 1 (1-4(0.6435)²)²+(2(0.6435)³ +2x0.6435)“ =0.516 GM=1 M 0.516 =1. 93 PM=tan-…

A: Let's find.

Q: . General Solution of x4y' = -x3y-csc(xy) is

Q: Expand 1/(z2-3z+2) in the region Mode z greater than 2.

A: Given: 1z2-3z+2, where z>2 Calculation: 1z2-3z+2=1z-1z-2 =1z-2-1z-1…

Q: Let f be defined by the following graph: Find

A: Definition used- Greatest integer function - A piecewise-defined function in which,…

Q: 3 s2+2s-15 2s+5 s2+2s-13 | 3 s2+2s-15 53+6s+9 (s-1)(s-2)(s+4) 52+2s-3

A: We have to find the inverse Laplace transformation .

Q: Fine th Lanrent seviesad 9. 1-24 1-22 - Zo= 1 -

Q: An industrial psychologist two at the Chilco appliance factory. The first study indicates that the…

A: The study indicates that the average worker who arrives on the job at 8:00 A.M. will have assembled…

Q: x + 2y + 3z = 1 -3x – 2y – z = 2 Can be written as 4x + 4y + 4z = 3 3 -1 5 2 4 1 2 1 2 3 -1] | 1 0 1…

A: In given three equations, at first shift right hand side to left hand side then write it in form of…

Q: x³ 3x²+5 (x-3) S - x³ - 5 In 1 x-31 + C Option 1 dx x³+5 In Ix-31+ C Option 3 x3 3 Option 2 x3 - 5…

Q: A) S(x)=- у-аxis 4. 3. X-axis .6 -5 4 3 -2 -1 4. -2 -3 -n of unis O fx)= *-2x-3 x-2 у-аxis 64 х-аxis…

A: Given the two functions: 1. f(x)=x-2x2-12.f(x)=x2-2x-3x-2 We need to sketch the graph and find the…

Q: how that this model has an unbounded solution by Big M Method. Max Z= 3x1 + 6x2 s.to 3x1 +…

Q: -ges 3n +n 9n b) L7-2)n+1n n! n=1 (-10)" d) 242n+1(n+1) n2 (2n – 1)! n=1 0=

Q: (3) 2.3-= 3" – 1 i=1 k+1 Hint: 2-3-1 = 2-3i-1+2-3'k+1)-1 = 3* –1+2-3* = 3-3* –1 = 3*+1_1 i=1 i=1

A: ∑i=1n2.3i-1=3n-1for n=1∑i=1n2.3i-1=2.30=2=31-1, truefor n=2∑i=1n2.3i-1=2.30+2.31=2+6=8=32-1,…

Q: -1 - 13 - I4 = 0 1 - 12 - 1, = 0 I4 – 15 – Ig = 0 I2 + I5 + I6 = 0 1- 3013 + 601, = 25 3013 – 314 –…

A: Let us apply elementary row operations on the augmented Matrix to reduce it in row reduced Echelon…

Q: Differentiate. K«) = (3x*+ 1]x^- x) -sx]+ (3x*+ 1) B 12-L“- sx]+ (3x++ 1]6x*-s) © 12-lo…

Q: Do 4,5,6

A: solution

Q: Find L-1 2s-3 1²-3s+2] 1 (1) 32+2s+1 (ii) 2 (11) 53_ s²+s-1 Find L-1 4s2+s+1] s3+8 2s+4 (ii)…

Q: x(n) (0.8)" u(-n-1) -1 1-(0.8)# خيار 3 0 خيار 4 -1 1-(0.8)

A: Solution

Q: 3s3+s2+12s+2, (i) L-1 (s-3)(s+1)3 7s+13 (ii) L-1{- s(s2+4s+13)

Q: how to solve the min z = 3x1+5x2 subject to 1) -3x1+4x2-2 4) x2>=2 5) 2x1 +3x2>=12 and x1 ,x2>=0

A: Given: The LP problem, Min z = 3x1+5x2 subject to -3x1+4x2≤12 x1≤4…

Q: rtain drug is made from only two ingredients: compound A and compound B. There are 4 milliliters of…

Q: 4x x+2 25. x2-4 26. 16x x² + 2x- 15 x- 5 27. 28. x²-25 x + 2 t - 3 t+ 3 29. 12+9 t2-9 30. x² + 7x +…

Q: [3 G = 4 4 -4 2] 3 2 L1 4 2 1. Find (1,3) entry of G-¹. 2. Find (3,2) entry of G-¹.

A: Given is the question of inverse of matrix.

Q: 2) 2 = п-1 n-2 3) 3. 4) = x+5 X-2 3 -4 5-t 13 5) 3+t |3D 12 n+8 n-3 6) -5 -1 II

A: We have to solve the equations for the x.

Q: Question 54 please

A: Given an inequality:

Q: e-2 h(x) 1 + e(3x² + 8) %D is e-2(-2)(1 + e(3x2 + 8)-e(3x² + 8)(6x)(e=2) O h'(x) = (1 + e' e(3x2 +…

A: Given query is to find the derivative of the expression.

Q: 3z+1 Evaluate: S xp- 6z² -14x-12 ○ 륵m6z-21 + 흉mz + 6| +C O 음l미2z-6|+ n3z + 2| + C ○ f미3z-4|-3n 2z +…

Q: A certain drug is made from only two ingredients: compound A and compound B. There are 3…

A: Given that, A certain drug is made from only two ingredients: compound A and compound B. There are 3…

Q: M(2)= {3x -2 if *<1 8. lx² 1<x (x-1 <-1 x<3 if x=3 S(x)={5 |2x+1 3<x 9. 3 x<-2 g(x) ={-1 if -25xs2…

Q: Let f be defined by the following graph: Find

A: Now, f-2.5=2f1.9=-2f-π=3f-3=2f1=-2fπ=-4

Q: 4-1 { 27. 9-1 2s - 4 (s² + s)(s² + 1))

A: Solution :

Q: (x2 – 1)(2x) – (x² + 1)(2x) (x2 – 1)2 y' x2 +1 1)2 (x² + 1)² – (x2 – x2 - 1 (x² – 1)² 2x(x2 — 1-х2 —…

A: Given; 9. y" of y = arc sin(2x-3) . Repost the 10th question.

Q: How did I integrate improperly?

Q: 1. Σ n! n=0 (-1)"x²n+1 2. ) 2n + 1 n=0 (-1)"x2n 3.) (2n)! n=0 x2n+1 4. (-1)"

Q: 1-37+27= 0 ➜ 1 (1-1) (1-2)=0 1₁=0, A₂=1, d3=2 X 2X 21 Y₁₁(x) = C₁ + c₂e² +₂e² U₁1, U₁₂- and U₂=2² е…

A: Given.

Topic Video

Question

L():
t u(t-3)
e6–3s
1
3
(s+2}
s+2
2-3» ( +) o
1
(s+2}
s+2
e-* ( +) o
3
(s+2}
s+2
e-6–3s
1
(s+2} + 2) O
e-6-3s
1
3
-
(s+2}
S+2
-3.s
e
(s+2}
e-3s-6
(s+2}

Expert Solution

This question has been solved!

Explore an expertly crafted, step-by-step solution for a thorough understanding of key concepts.

SEE SOLUTION Check out a sample Q&A here

Step 1

VIEW

Step 2

VIEW

Step by step

Solved in 2 steps with 1 images

SEE SOLUTION Check out a sample Q&A here

Knowledge Booster

$Chain Rule$

Learn more about

Need a deep-dive on the concept behind this application? Look no further. Learn more about this topic, advanced-math and related others by exploring similar questions and additional content below.

Similar questions

Find the work done in emptying the tank in example 4. If the tank water is pumped to a level 1.00 meters above the top of the tank and the water is initially 4.00 meters deep.
Find the general solution using Reduction of Order: y''=2lnx
Explain how successive over relation is obtained from the Gauss-Seidel method.
Using Reduction of Order: (D2-1)y = 2e2x
A cylindrical tank holds 22 liters of water. At time t = 0, two taps are opened simultaneously, the upper tap that feeds the water tank with a constant speed of v1 liters per minute and the lower tap that expels the water from the tank with a constant speed of v2 liters per minute . Suppose that v1 = 11 liters / minute and v2 = 3 liters / minute. If the tank has a capacity of 75 liters, when will the tank be filled?
The revenue per month earned by the Couture clothing chain at timetisR(t) =N(t)S(t),whereN(t) is the number of stores andS(t) is the average revenue per store per month. Couturereleases a statement to their investors saying that currently they have 50 stores with a total revenueof$7,500,000 and expect to increase the number of stores by about 2 stores per month and increasetotal revenue by about$250,000 per month. What does this statement imply about the current rateof change of the average revenue per store per month?
The curve ax4+bx3+cx2+dx+k passes thru P1 (5, –210), has a critical point at P2 (4, –416), and an inflection point at P3 (2, 0) where a,b,c,d,k are non zero constants. 1. What are the values of a,b,c,d,k? 2. What type of critical point is P2?
Solid inside x2 + y2 + z2 = 16 and outside z = √x2 + y2
Obtain the unique solution for x3 + 4x2 - 10 = 0 on the interval [1,2] by Secant Method.
The assembly for this problem for model S is 0.4 and for model LX 0.5. Can you redo the problem with this information correct?
(D^5-3D^4+8D^3+16D^2-9D-13)y=0 nonhomogeneous undetermined coefficients
find the first and second derivatives w = 3z7 - 7z3 + 21z2