H.W\Find the Volume by using Prismoidal FormulaSta.Cross-sectionRightC(1.5/6.5)C(1.5/6.7)С(1.1/6.2)C(1.8/6.5)C(0/6.0)|C(1.5/5.5)LeftC(1.5/6.5)C(1.5/6.7)C(1.5/6.5)C(1.2/7.5)C(1.5/6.5)|C(1.5/6.5)0+00C(1.5/0)C(1.5/0)C(1.3/0)C(1.3/0)С2.3/0)(0/0)0+300+700+901+301+60L(A1 + 4Am + A2)6.

C(1.5/6.5) means 1.5m depth and 6.5m distance from centreArea A1=area of left side from centre…

H.W\Find the Volume by using Prismoidal Formula Sta. Cross-section Right C(1.5/6.5) |C(1.5/6.7) |C(1.1/6.2) |C(1.8/6.5) C(0/6.0) C(1.5/5.5) Left C 0+00 |C(1.5/6.5) C(1.5/6.7) C(1.5/6.5) C(1.2/7.5) C(1.5/6.5) C(1.5/6.5) C(1.5/0) C(1.5/0) C(1.3/0) C(1.3/0) C(2.3/0) (0/0) 0+30 0+70 0+90 1+30 1+60

H.W\Find the Volume by using Prismoidal Formula Sta. Cross-section Right C(1.5/6.5) |C(1.5/6.7) |C(1.1/6.2) |C(1.8/6.5) C(0/6.0) C(1.5/5.5) Left C 0+00 |C(1.5/6.5) C(1.5/6.7) C(1.5/6.5) C(1.2/7.5) C(1.5/6.5) C(1.5/6.5) C(1.5/0) C(1.5/0) C(1.3/0) C(1.3/0) C(2.3/0) (0/0) 0+30 0+70 0+90 1+30 1+60

Structural Analysis

6th Edition

ISBN:9781337630931

Author:KASSIMALI, Aslam.

Publisher:KASSIMALI, Aslam.

Chapter2: Loads On Structures

Section: Chapter Questions

Problem 1P

See similar textbooks

Related questions

Q: Classify the following DE as Linear or Non-linear. d²y + 5 dx2 1. dy + бу 3D 0 || dx 2. d*y + x2 d³y…

A: To classify the given differential equations (DE) as Linear or Non-Linear. Given: 1.…

Q: Q1/ Find the slope of the line : 3x + 4y = 12. x+3= the slope is y=- m=--

A: Given: The equation of line is, 3x+4y=12 The slope of the line is to be determined.

Q: Solve the equation dr = b(cosθdr + rsinθdθ).

Q: 2,000 N acts from A towards B. 550 mm 220 mm Determine the moment of the force about point C in N-m.…

Q: Use midpoint method. Divide the whole interval into 8 subintervals. Use trapezoidal method. Divide…

Q: (H.W) Find the angle (0) that satisfies the de |1+ sin²0 sin?0 sin?0 cos?0 4 sin 20 1+ cos?0 cos²0 4…

Q: Clarification: "AP" indicates the coordinates of point A

A: To determine the central axis of the system of sliding vectors, let's break down the problem step by…

Q: -axis V-axis F= 35 KN U-axis 30° X-axis Find the componente oF in X, 4, u, and v axes if u and v are…

Q: Consider the line y 6. = -- r Find the equation of the line that is parallel to this line and passes…

A: Slopes of parallel line are equal. The product of Slopes of perpendicular lines are equal to "-1"

Q: do the nodes A B and C have any horizontal displacement despite there only being vertical loads on…

Q: the volum Vol under the parabolic cylinder abo parabola y = 6- x² and the line y = x in the…

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

Q: Find the centroid of the given planar region under y = 4 - x² in the first quadrant. a. (7/4, 3/5)…

Q: 6. The eastings and northings of the corners of a closed area are taken as follows: A(0,0);…

Q: When azimuth of AB direction (AB) = 43.287 and B = 137,5593 are given find the azimuth of (BC).…

A: Given Azimuth of AB = 43.287o Internal angle = 137.5593o To find Azimuth of BC

Q: using trapezoidal rule

A: Given: f(X)=x3+2 a=0 b=5 To find: Integrate f(x) with respect to x=0 to x=5 using Simpson's 1/3rd…

Q: Using the method of virtual work, find the vertical displacment of Point D. E = Ksi 1 inz 29,000…

A: To find the vertical displacement at the point D in the given truss using the method of Virtual…

Q: Question 1: Force vectors If FAB 1200 N, FAC = 1500 N, and FAD = 1700 N, a) determine the unit…

A: To determine Unit vector such that it is in the same sense as that of the resultant vector and…

Q: (5D3 + 3D2 — 32D + 12)у — 0 | A. y = c1e-2* + Cze¬0.4* + C3e3* B. y = c,e2* + cze0.2x + Cze-3x C. y…

Q: Q5: Find the area of region enclosed by the polar function r = 4 – 4 cos 0

A: Given:- The polar function is given with equation 'r = 4 - 4 cos θ To determine:- The area of the…

Q: Virtual work * Determine the vertical displacement at node C. due to radiated heat the element AD is…

A: Given increase in temperature of member AD T=120 Celsius ∆T=120° in Fahrenheit ∆T=248 F and…

Q: Find 0B using moment-area method. Use E = 2,000 k/in^2 and 1 = 400 in^4.

Q: Find the centroid of the region bounded by the curve y? 12x and the line x = 5.

Q: Find the largest and smallest angle changes with their directions at point A, as the unit…

A: total X direction displacement of linesfor aa=+430×10-6 for BB=-260×10-6×cos60=-130×10-6for…

Q: dy 4. Find dx d²y and y = 1+t and if x= dx? 1+t

A: Given. x=t1+t and, y=t21+t

Q: Use the Virtual Method to determine the displacement of point C and slope of point D of the beam…

A: The reactions at A and B will be: RA=RB=8 kip (due to symmetry) For EA(x=0 to 5): M=-8x

Q: The pair of lines defined by the equations y = - 3x + 1 and are y= -1/3x + 1 are A. parallel to…

A: e q. 1 y = - 3x + 1 and eq. 2 y= -1/3x + 1 slope of equation 1 = m1 = -3 slope of equation 2 = m2 =…

Q: f F = 100 N, and the angle made by f with x and y is 60˚ and 45˚ respectively. Express the vector in…

A: F makes an angle of 60o with x-axis and 45o with y-axis. Let θz be the angle with z-axis cos260o +…

Q: Determine the coordinate of the centroid (y) for the following section with respect to the given…

Q: Figure, Y-axis 1cm Icm R=2cin C.9 X-axis

Q: Determine the sum of the moments created by the forces shown in the accompanying figure about points…

Q: The area of the region is bounded by the x-axis, the curve y = 6x – x², the line x – 1 = 0 and the…

Q: Use virtual work to find the displacement at point C

A: We will apply unit load at C.

Q: 40 A rectangular beam of dimensions bxd is to be cut from a circular log of wood of diameter D. For…

Q: 7. Bernoulli Differential Equation: Find the general solution 2/4 = x³y4 ○y-3 = cx6 +3+¹ 2y-3 = 2cx6…

Q: 5(y")² + 10(y')³ = 3x -y d²y dt² y"" +3y' +2y=x² 8²v ἂν = +1 ay² ax d²y dx² +(5t + 1)² = 0 DEPENDENT…

A: Whenever we differentiate a variable with respect to another variable, the variable which gets…

Q: For the overhanging beam shown, solve C1 in the Ely function from the double integration method.…

Q: aasent roid f= b. Moment of Inertia with respect to y axis: c. Moment of Inertia with respect to Xe…

Q: If 7 = (x+1)√x² + y + ² tan¹(3x-y)j and g = y find: 7xcurl 8+ (g.V) at (0.1.4) x+y In(xy + 2)…

Concept explainers

Pressure and Stress

Question

H.W\Find the Volume by using Prismoidal Formula
Sta.
Cross-section
Right
C(1.5/6.5)
C(1.5/6.7)
С(1.1/6.2)
C(1.8/6.5)
C(0/6.0)
|C(1.5/5.5)
Left
C(1.5/6.5)
C(1.5/6.7)
C(1.5/6.5)
C(1.2/7.5)
C(1.5/6.5)
|C(1.5/6.5)
0+00
C(1.5/0)
C(1.5/0)
C(1.3/0)
C(1.3/0)
С2.3/0)
(0/0)
0+30
0+70
0+90
1+30
1+60
L
(A1 + 4Am + A2)
6.

Expert Solution

This question has been solved!

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

This is a popular solution!

SEE SOLUTION Check out a sample Q&A here

Step 1 Solution

VIEW

Step 2 Volume

VIEW

Trending now

This is a popular solution!

Step by step

Solved in 2 steps

SEE SOLUTION Check out a sample Q&A here

Knowledge Booster

Learn more about

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

Similar questions

What is the resultant of the given vectors and the angle from the negative x-axis.
Determine the slope and displacement at the end C of the beam. El is constant. Use the Double Integration Method. A B A 30 ft 3,937.5 k- ft²/El and 50,625 k- ft³ /EI 4,937.5 k- ft²/El and 40,625 k- ft³ /EI 5,937.5 k- ft² /El and 30,625 k- ft³ /El 6,937.5 k- ft²/El and 20,625 k- ft³ /EI B 15 ft- 15 k C ....
4:28 1 CEE2110-002-HW#27-Fall 21 PDF - 117 KB Problem 2) : The given composite areas in a), b) and c) can be divided into multiple elementary shapes and their centroids can be found in the handout of Geometric properties of Area Elements. 1) Determine the x and y coordinates of the centroid(ã ,ỹ) and area, A of each divided elementary areas as shown; 2) Generate the table in d) to fill the information for each composite in a), b) and c). S m а) b) Homework Assignment CEE 2110-002 Statics Fall 2021 Prepared by Dr. Jane Liu *** c) d)
(1a)If two vectors, P and Q, have an included angle (angle between) of theta, then the dot product of P and Q could be defined as: Group of answer choices PQ sin(theta) PQ cos(theta) PQ tan(theta) PQ sec(theta) (B) The dot product can be used to find all of the following except_____: Group of answer choices the sum of two vectors the angle between the two vectors the portion of one vector parallel to another the portion of one vector perpendicular to another
Determine the rectangular representations of the vector F.
The resultant of two forces F, and F₂ is (2k + 1)√ √²+F2 when the angle between forces is 0 and it becomes (2k-1)√² +F2 when angle between forces is (90° – 0). Prove that tane = k-1 k+1
Differential Equations
Dont use any online calculator.
Given 2 planes x+4y-z+3=0 and x-12y+2z-7=0 . Det the angle value between 2 points
Locate the centroid of the plane area. Given that a = 15 in. y 12 in.- 2 in.→— 21 in. The value of X = The value of Y in. F 6.94444 in. - ain. X