The inverse Laplace transform of 4s² + 11s + 151 (s+7) (s² + 2s + 10) ' is: peat + gest cos(wt) + rest sin(wt) where p, q, r, a, ß, w are constants with w > 0. Enter the values of p, q, r, a, ß and w in the boxes below. Enter p: Enter q: Enter r: Enter a: Enter ß: Enter w: where w > 0.

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A: Answer)  From the given figure: Series of transformation from figure F onto figure G is given by:…

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A: Given Data: To Consider the solid λ bounded by the xz-plane, the yz-plane, the plane z = −1, the…

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Q: Find the order of 5 modulo 2^100.

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A: Kindly check Step 2 for the solution.

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Q: Transform: f(t) = 4t² sinh5t O F(s) = O F(s) = O F(s): OF(s) = O F(s) = OF(s) = O F(s) = O F(s) = =…

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Q: 2. f(t) = 4t cosh 3t

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Q: in fuzzy graph Define and give examples to complement self-complement

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Q: A*(x) = n(t, Un)un, x≤ H. Since for all x H, A* (A(x)) A(A*(x)) = Σkn(A(x), Un)Un = Σ|kn|²(x, Un)Un,…

A: Kindly refer to Step 2 for the solution.

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A: Kindly refer to Step 2 for the solution.

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Q: Calculate the following integrals. You may - and in many cases, should use results from Sections 3.2…

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Q: Use the information given in the figure below to construct a mathematical model for the number of…

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Q: 3. Explain how you would graph f(x) = -2(34x-20)-6. Include the graph as part of your solution.

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Q: QUESTION 10 What is an advantage of matrix form for rotation? O Matrices takes less memory to store…

A: Matrices are very intuitive for humans.

Q: n theo

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Q: Simplify the complex fraction. Assume no division by 0. + |N|X 2 4x y

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Q: answer of (4)

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Q: Show that the segment of the tangent to the a+√√a²-x² 2 -√a²-x² contained betw 2 a-√√a²-x² y-axis…

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Q: 25. F(s) = = 7s² +23s + 30 (s − 2) (s² + 2s + 5)

A: F(s)=7s2+23s+30(s-2)(s2+2s+5) Then solve it

Q: . State whether the series converges absolutely, conditionally, or not at all. ∞     n = 1(−1)n + 1…

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Q: Proof by contradiction. There is no largest composite number

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Q: Let A be an m x n matrix with columns C₁, C₂,, Cn. If rank A = n, show that {ATc₁, AT c₂,, ATc₂} is…

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Q: Transform: F(s) = 78+2 (8+2)(8-1)(8-2) O f(t)=-e-2t +3e² + 4e²t O f(t)= et + 3e² + 4e2t O f(t)= et +…

A: we have to find the inverse Laplace transform of  F(s)=7s+2(s+2)(s-1)(s-2)