Find the inverse of Laplace for the function s- 2 F(s) = (s+2)° -4

Q: s+2 s2 +4

A: Inverse Laplace transform

Q: Find the inverse of laplace, f(t) if: 8s2 + 12 9.F(s) = Ts - 2)²(s – 4)* (s – 2)²(s – 4)*

A:

Q: Solve for the inverse Laplace of the function below: (s – 2)(s – 3)(s – 6)

A: Solution is given below:

Q: Find the L^-1 iNVERSE LAPLACE d.)F(S) =3/4s

A: Inverse Laplace transform of (1/s) is 1 .

Q: c) Find the inverse Laplace transformation of the function given by 2(s+3) G(s) = s(s²+2s+5) *

A: The posted question has multiple questions but according to guidelines we will solve the first…

Q: Find the L^-1 iNVERSE LAPLACE 4.) F(S) = 2/(s+1)(s+2)^2

A: 4. To Find: Inverse Laplace of Fs=2s+1s+22

Q: find the inverse of Laplace transform

A: Given Laplace transform is,

Q: Find the inverse of laplace, f(t) if: 4s + 12 7. F(s) || (s – 1)(s – 3)3

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Q: Find the L^-1 iNVERSE LAPLACE J.) F(S) = s+7/s^2-3s-10

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Q: find the inverse Laplace transforms of the functions in Problem. F(s): s+5

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Q: s2-2s 4. F(s) = s4+5s2+4

A:

Q: 6s L-1 (s² + 9)²

A: Apply the inverse transform rule that is if L-1Fs=ft  then L-1sFs=ddtft+f0  . The expression 6ss2+92…

Q: Find the inverse Laplace transforms of the functions: a) F(s) = 9+s/4-s^2 b) F(s) = 1/s(s^2+4)

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Q: Find the inverse Laplace transform. F(s) = 1/s(s^2+49)

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Q: 100 Find the inverse Laplace of the given function: V(s) = s²+ 100

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Q: (s2+4)(s2-6s+13)2 %3D

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Q: Find the inverse Laplace of (4 / s^2 + 9)

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Q: 4. Find the inverse Laplace transform of the function as +b s2 + 32" G(s) : %3|

A: We use the table of inverse Laplace transform to solve the given question.

Q: Find the L^-1 iNVERSE LAPLACE f.) F(S) = 6s/s^2+25 + 3/s^2+25

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Q: F(s)= (s +1)es» s²(s + 2) -5s

A:

Q: 45+8 d. F(s) (s2+4)(s²-6s+13)-

A: We can solve this using Laplace transform

Q: - L-1 s-1 (s²+9) +9)} Find laplace inverse.

A: To Find: Laplace Inverse ℒ-1s-1s2+9

Q: Find the inverse of laplace, f(t) if: 2s + 3 s2 – 6s + 8 1. F(s) =

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Q: 2. Write the program to find Laplace inverse for this equation: 4 s+ 5 Y(s) =& - 4)°(s+5)l %3D

A: The linearity property of Laplace transformation is,  L-1a·fs+b·gs=a·L-1fs+b·L-1gs And,  L-11s-a=eat

Q: s+2 (s+4s+5) Inverse laplace of

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Q: What is the inverse Laplace transform of the given function F(s) = -2 s²+9

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Q: Find the inverse of laplace, f(t) if: 10s? + 12 13. F(s) = (s + 2)³(s² + 2s + 5)

A: We have to find the inverse Laplace transformation of F(s).

Q: Q1: Find the inverse Laplace for the following functions S 4 (a) F(s) (b)F(s) L2s2 +n²n² s2 -25-3

A:

Q: Solve for the inverse Laplace of the function below: 2s – 4 s4 + s³ + s² + s

A: To solve for the inverse Laplace of the function below.2s-4s4+s3+s2+s

Q: 100 Find the inverse Laplace of the given function: V(s) s²+ 100

A: GivenV(s)=100s2+100

Q: Find the inverse laplace of ( s + 18 )/( s^2 + s - 6 )

A:

Q: Find the L^-1 iNVERSE LAPLACE k.) G(S) = 25/s^3(s^2+4s+5)

A: Given: G(S) = 25/s^3(s^2+4s+5) We have to apply the inverse Laplace transform.

Q: Find the inverse of laplace, f(t) if: 8s + 12 10. F(s) = (s – 2)(s² – 6s + 13) -

A:

Q: 12 1. F(s) = 3s-4 3s-34 2. F(s) s2 +4

A: Properties of inverse Laplace L-11s-a=eat L-1as2+a2=sinat L-1ss2+a2=cosat

Q: FIND THE INVERSE LAPLACE TRANSFORMS: 5 F(s) : s. (s + 2)(s + 3)2

A:

Q: Find the inverse Laplace transforms of the functions: 3 (a) F(s) s4 1 (b) F(s) (c) F(s) = s+5 3s+1…

A: We are authorized to answer three subparts at a time, since you have not mentioned which part you…

Q: ind the inverse of laplace, f(t) if: 8s2 + 12 9. F(s) (s - 2)2(s – 4)4

A:

Q: 3s F(s) (s + 4)6

A: F(s)=3ss+46 We need to find the inverse laplace transform of the given function.

Q: b. Find the inverse Laplace transforms of: s2+1 i. F(s) = s4-2s3-s2+s 6s+3 ii. F(s) s4+5s2+4

A: Given: The given Laplace transform, (i). Fs=s2+1s4-2s3-s2+s (ii). Fs=6s+3s4+5s2+4

Q: Find the Inverse Laplace Transform F(s) s - 10 S | 2s – 9 F(s) = s2 + 25

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Q: .3 F(s) = (s-4)*

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Q: Find the inverse of laplace, f(t) if: 10s + 20 11. F(s) = (s + 3)(s² + 4s + 8) 2

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Q: Find the inverse LaPlace transform F(s) = 2 4 35

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Q: Find the Inverse Laplace of s+ 4 s2 +s - 6

A: Some of the properties of the Inverse Laplace function  L-1F(s)+G(s)=L-1F(s)+L-1G(s) L-11s-a=eat…

Q: 10 [s(s+4)(s+5)²

A:

Q: 4s + 12 F(s) =3-9s² + 23s – 15 а.

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Q: A: Find the Laplace Inverse for the following s2 5s e 1) s²+2S+3 2)

A: By using long division and complete the square. And we use table of Laplace transform to solve the…

Q: 2. Find the Inverse Laplace of the below given equation. 7s-1 F(s) = (s+1)(s+2)(s-3)

A: The solution is given as

Q: Find the inverse LaPlace transform F(s) = 35+2 2 s + 25

A:

Quadratic Equation

When it comes to the concept of polynomial equations, quadratic equations can be said to be a special case. What does solving a quadratic equation mean? We will understand the quadratics and their types once we are familiar with the polynomial equations and their types.

Demand and Supply Function

The concept of demand and supply is important for various factors. One of them is studying and evaluating the condition of an economy within a given period of time. The analysis or evaluation of the demand side factors are important for the suppliers to understand the consumer behavior. The evaluation of supply side factors is important for the consumers in order to understand that what kind of combination of goods or what kind of goods and services he or she should consume in order to maximize his utility and minimize the cost. Therefore, in microeconomics both of these concepts are extremely important in order to have an idea that what exactly is going on in the economy.