x2 xedy + () +1 dx ||

Q: length L ensity W from O at a section C +oup nert

A: Given.     Simply supported span AB of length L.     Load moving from left to right.

Q: 5. 4

A: Since the question number to be solved is not specified, the solution for figure 5 is as follows:…

Q: cos x -sin x CoS X 1. 01 0, show that f(a)ƒ(b) = f (a + b). 5. If f(x) = | sin x %3D

A:

Q: x+sinx 2. lim,0 x+cosx

A:

Q: 0 0 0 0 4Ф 14 4Ф28 0 000

A: Given Data:ES=2×105 N/mm2k1=0.85, h=50cm, d'=3cm,d''=2cm,bw=20cm It is required to calculate the…

Q: CSC X 5. If u f(x), then| du Compute f dx 3D sin x - cos x

A: integrations:

Q: 5. (D* – 2D²) y = 0 6. (D³ + 8) y = 0

A:

Q: 3.5 6.87X X² +4 =)dx

A:

Q: 8.0" 1.5 y C 6.0" 3.0" 2.0* 3.0"

A:

Q: A circle has its center at ( 3, 4 ) and tangent to the y - axis. A line has its point of tangency to…

A: ASKED: To compute the value of y, corresponding to the y-coordinate of a point of tangency to the…

Q: For 0° <0< 360° find the angles that satisfy the equation cos(0) = -0.0314

A: Given: The equation is, Where,

Q: True (T) or False (F)

A: Answer to problem 2Q-                                        1- False if the whole field is…

Q: Given: Lines Bearing S 73 21'E S 40°10'E S 26°42'W Distances A-B 247.20 B-C 154.30 C-D 611.90 D-E N…

A: there are 5 lines( AB, BC, CD, DE, EF, FA) and their bearings, lengths are also given

Q: Get the centroid of the same figure (using 5 shapes only)

A: Given Required Centroid using 5 shapes only

Q: 1,

A:

Q: three decimal p

A:

Q: B - 55.4 A = 102.8 23.5

A: solution first resolve the forces in x direction and in y direction and then find the resultant…

Q: +y") dx ly

A:

Q: 0, elsewhere.

A:

Q: ∫sec3βtan3βdβ

A:

Q: Determine so that = 5. a I, a y a IN

A: Moment of Inertias of the area about the z and y-axis is calculated to find the final answer.

Q: Determine the x. Measure

A:

Q: y + y = e*; (0) =2

A:

Q: 2.) At the left end 30 12

A:

Q: х —у (10) lim (x ,y)>(2,2) x * - y * 4

A:

Q: Locate the centroid of the cross-sectional area. L=1.3in. L 8L C 6L

A: Given- L = 1.3 in. To find the centroid-

Q: ) pind L, and し。 a b) find H

A:

Q: centroid g wl rupect to x-axis 8" 6"

A: Determine centroid Y-bar with respect to X-axis,

Q: -20 +0.50 20/3

A:

Q: Determine the x- and y-coordinates of the trapezoidal shape. y b 2.4 b 1.3 b Answers: (X, ỹ) = ( i )…

A: This is a composite area, divide the area into rectangle and triangle then using standard formulas…

Q: t any points in tl nent diagrams.

A: CONSIDER BEAM DE

Q: Problem II. From a triangular steel plate XYZ, a triangular section VWZ was cleanly cut off. What…

A:

Q: Y 3" 3"

A:

Q: Determine the x- and y-coordinates of the trapezoidal shape. y b 2.4 b 1.6 b Answers: (X, y) = ( i i…

A:

Q: Test the continuity for the function X+ 2 X< 2 F(x) = X? - 2 2< X < 3

A:

Q: 4. Eliminate the arbitrary constants: y = c1e* + C2xe* а. у" + 4y' + 4у %3D 0 b. y" + 4y' – 4y = 0…

A: Given equation y=c1 e2x+ c2xe2x

Q: Determine the x- and y-coordinates of the trapezoidal shape. b 2.3 b - x 1.8 b Answers: (X, ỹ) = ( i…

A: ASKED: To determine the x and y-coordinates of the trapezoidal shape shown in the figure.   Let us…

Q: Q3: - Find the equation of two lines through the origin. Each which intersects line x = 3+ 2t y =…

A:

Q: x+8 Let f(x) = x² + 6 and g(x) Find (g o f)(-7). Note: g ºf = g[f(x)]. 55 63 7 55 Option 1 Option 2…

A:

Q: Find R2

A: For solving reaction we apply equilibrium condition . Equilibrium condition help in findind out the…

Q: A 2 1 3

A: hf=fLV22dg= fLQ22dgA2=16fLQ22π2gd5 head available at J= head available at A -head loss in pipe AJ…

Q: 4. (D6 + 6D4 + 9D²)y = 0

A: given equation is 6th order differential equation.

Q: y' + 1/3 y = 1/3 (1 + 3x)y“

A: To solve the given Bernoulli's Differential Equation.   Given: dydx+y3=131+3xy4   The given…

Q: Find the integral of J[1-tan^2(x)/sec^2 (x)] dx *

A:

Q: Find the derivative of f (x) = 5(x3 - 10x2 + 8 ) .

A: To find:- f (x) = 5(x3 - 10x2 + 8 )

Q: please solve for letter b

A: Selected section is W360×44 which have section modulus 688×10^3 mm^3.  We will use this to calculate…

Q: find the area of polygon whose vertices are (3,5), (-1,-7), (2,-4) and (5,-6)

A: Given  points  (3,5) ,(-1,-7) , (2,-4),(5,-6)