Given that F1 (s) = and F2(s) = , find the inverse Laplace transform of F(s) = F1(s) × F2(s). %3D O f(t) = et - ešt O f(t) = e-9t O f(t) = et O f(t) = e-4t-e 5t

Q: 1. Determine the magnitude of the vector sum V = V₁ + V₂ and the angle x which V makes with the…

A: Given Data: The data is given as: a=3b=5V1=11 unitsV2=15 unitsθ=50°   To Determine: The magnitude of…

Q: ti

A:

Q: Q3: Find the support reactions at A: y 500 mm A P=last 2 student's ID#+100 (N) last 3 student's ID#…

A: The objective of the question is to find the support reactions at point A of a beam. The beam is…

Q: Part A is correct but I'm not sure about part b

A:

Q: Determine location of centroidal x and y and the moment of inertia Ix of the figure shown. Use the…

A:

Q: For the given vectors V₁ and V₂, determine V₁ + V₂, V₁ + V₂, V₁-V2, V₁ V2, V₁ V₂. Consider the…

A: V1=11  V2=13

Q: using X₁+ X₂+4X₁-9 8X₁-3X₂+2X₁ 20 4X1+11X₂-X₁-33, Assuming x(0) = x= x=0

A:

Q: Find 0B in radians using conjugate beam method

A:

Q: 1. Use the data from the table below to draw the node network. Then do the CPM calculations and…

A:

Q: PROBLEM: From the figure shown, determine: a. Distance of the centroid from x-axis b. Distance of…

A:

Q: Higher-Order Linear Differential Equations 1. Test for the linear dependence or independence of the…

A: Note: Hi! Thank you for the question As per the honour code, We’ll answer the first question since…

Q: 05 Find the inverse Laplace Transformation by using Partial Fraction method? -4s²-16s-15 F(s) =…

A: Step 1:​F(s)=(2s−1)(s+2)3−4s2−16s−15​L−1{ F(s)}=L−1{(2s−1)(s+2)3−4s2−16s−15​}​Step 2:​Using partial…

Q: b) f(t) = 2 sin 3t cos 3ª c) f(t) = sinh %3D 3

A:

Q: Using DOUBLE INTEGRATION METHOD, find the ff. when E=100 GPa and I= 100x10^6 mm^4 a) Location and…

A:

Q: B C 8466.8 N A D 1 m 1 m E 1m F 5184.6 N 0.75 m

A:

Q: d²y 1. Determine the order and degree of the DE x: dx² - ху —D 0. - \dx, a. second order, first…

A: Consider the given situation xd2ydx2-x2dydx2-xy=0

Q: 3. Consider the function f(x) fx (x) = k-(x+2)/2_1<x< 3 O otherwise Which is being used as a…

A: We knowPx(x)=∫-∞∞f(x)dx=1so,f(x)=k-(x+2)2Px(x)=∫-∞1f(x)dx+∫13f(x)dx+∫3∞f(x)dx=1∫13f(x)dx=1

Q: 1. (D- +2D- 3)y = 0. 3. (D2 + D-6)y = 0. 5. (D +3D2 - 4D)y = 0. 7. (D³ +6D2 + 11D+6)y = 0.

A:

Q: Given the vectors M = and N = , find a) unit vector in the direction of -M + 2Ñ; b) magnitude of 5î…

A:

Q: Which of the following expressions are false? 1. u(z, y) = e is a harmonic function. %3D II. u(z, y)…

A: For harmonic function d2u/dx2+ d2u/dy2 =0 Expression I and III does not satisfies this condition .…

Q: For the beam and loading shown, what is the equation of the SLOPE for portion AB of the beam. Use…

A:

Q: dy Find using logarithmic differentiation if y = %3D dx Va²+4

A: To determine the value of dydx for given function using logarithmic differentiation.   Given:…

Q: no.1 asap.

A:

Q: Consider the velocity field, V = (x – 2y)i – (2x + y)j. What is the value of the stream function at…

A:

Q: 1. ((x) = x' + 10

A: Hi! Thank you for the question As per the honor code, We’ll answer the first question since the…

Q: Use Double Integration. EI is constant. Determine: a. EI(A) if x is 02.930 m from point A b. EI(A)…

A: NOTE - Since we only answer up to 3 sub-parts, we’ll answer the first 3. Please resubmit the…

Q: Find the root of the following equation through Secant method

A:

Q: Evaluate using Linear Equations.

A: Answer should be option C. I think its some of typo error because t can’t come in the question. As…

Q: each of the following equations, state the order and tell whether it is nonlinear or linear, In the…

A:

Q: State the order of the given ordinary differential equation. (1-x)y" - 4xy' + 7y = cos x Determine…

A:

Q: find the ode by eliminating the arbitrary

A:

Q: Draw ILD for V in the following figure & write equation of А ILD for VA A TTTTTTT 6 m C 6m 18 m D 6m…

A:

Q: Multiply the Following Vectors using cross Product method. W = † x F F = ( 5i + 3j – 8 k) N f = (2i…

A: Given   F= 5i+3j-8k  r=2i-4j-5k

Design of structures using FEA

An arrangement, in which various members are interconnected with their constrained relative motion, the whole arrangement is then known as a structure. The degree of freedom of such a structure is zero. In such a structure, the load can act throughout the length of the structure or at the joints.