Solve the axial forces of all members. 25 KN 25 KN 20 KN 2m B 3m 50 KN.m HA

Q: steel tension test specimen has a diameter of 6.00 mm and a gage length of 25 mm. The following data…

A: Answer : Data Provided : Diameter  of steel rod = 6 mm Gauge length = 25mm   To calculate : Material…

Q: Problem 1 Determine the magnitude and sense of the couple moment. Given: F = 5 kN 0=30° a=0.5m b=4m…

A: Given Data - F = 5 KN a = 0.5 m b = 4 m c = 2 m d = 1 m Find out -  The Couple Moment ?

Q: Convert 3.30 radians to degrees. Round your answer to 1 decimal.

A: We knowdegree=rad×180π

Q: vernier and micrometer

A: Dimension measurement = main scale reading + ( thimble scale reading × least count) Main scale…

Q: Solve the boundary value problem of y" +25y = 0 where boundary conditions y' (0) = 6, y' (π) = -9

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Q: 300 30 14 1500 40 600.

A: Plastic Neutral Axis devide the entire cross-section into two equal area.

Q: What is the maximum deflection of the beam shown? Note: follow the format in writing the answer…

A: d= PL^3/192EI + wL^4/384EI

Q: 60cm Waw A 23cm 6- 16cm SG=08 20cm 20cm SG= 13.6 SG=136 Given heights: 60cm, 23cm, 16cm, h, 20cm, 20…

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Q: What is the polar radius of gyration of the shaded part about its centroid C. a = 545 mm, b = 740…

A: The dimensions given as below to determine the polar radius of gyration of the given shaded part:…

Q: Please use geometry instead of sin & cos when solving. Find Ax,Ay,Bx,By,Cx,Cy

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Q: / Find the area of the region that lies inside r =6 sin0 and outside r=2+2sin0

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Q: net area in tension, Ant, of the L6 x 6x 3/8 angle shown in the figure is equal to:

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Q: Calculate the y-component of the centroid of the area shown. 5 5 8

A: we will calculate centroid by using each section.

Q: In Compass traversing length of lines are measured by O a. Dumpy level O b. Theodolite O c. Chain O…

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Q: PROBLEM 7 Determine the coordinates of the centroid of the shape given below. y 0.8 m 0.6 m 1.0 m X

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Q: did it is multiplied by 1.5

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Q: Find sequence of elementary matrices whore product is A= [1/2 -3 3/15. 2.

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Q: -Undeformed 6.60 0.1992 mm 15.7° 0.2 mm X. 0.1515 mm 0.15 mm

A: Ex = Change in length in x direction / original length Ex = 8 x 10-4/0.2 = 4x 10 -3 Ey  = Normal…

Q: SHOW COMPLETE ILLUSTRATION & SOLUTION A line 50m long was paced by a civil engineer three times and…

A: Given data in question  50 m long line Paced distances 3 times Paced distance of another line 3…

Q: Q1: Answer with (True) or (False) with correcting the error if the same: 1- When you start drawing…

A: As per company guidelines, we are supposed to answer only first three sub-parts. Kindly repost…

Q: Solve using nevilles method at x=6 asap

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Q: case #2, from what point is the 2.5 in the equation? is it from the fixed to the point P? or Point P…

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Q: Determine the x. Measure it from the y-axis. T50 mm 150 mm 200 mm 150 mm

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Q: Complete the table below. LINE BEARING DIST (M) AB N 68° 11.9' E 53.852 BC S 45° 0' E 28.284 CD S…

A: Answer  Let us first calculate the latitude and departure of given lines To calculate the Latitude…

Q: Compute the average-end area volume of the figure below. round answer to nearest whole cubic yard…

A: Given data:-

Q: What is the area of the below figure if you know x=24.4? (use trapezoidal rule) Ar 29 27 25 27 25 22…

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Q: What is the moment of inertia of the section about the z-axis? in mm) R Radius of hole = 3. Radius -…

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Q: Is this way simplier to got AY, BY, AX,BX find out? Can u simplier that equations, i don't got…

A: Given, 4Ex + 4Ey = 9.02.....................(1) -3Ex + 3Ey= -4.5.....................(2)

Q: Locate the centroid of the figure below from x and y axis. a 30 in b 17 in 10 in d 5 in e 18 in e x2…

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Q: QUESTION 1 Complete the table below. LINE BEARING DIST (M) AB N 60° 15.3' E 40.311 BC S 64° 5.6' E…

A: To Find : Latitudes ,Departures, DPD , Double Area ( DA ) and Area for traverse. Given: LINE…

Q: I can't seem to understand how did 40kn came out on summation moment B, can you please explain.

A: Problem  Explanation for step "summation of moment at B = 0"and calculation of RA

Unit Conversion

Standard units are also called SI units. SI units are used for measuring a physical quantity satisfying certain conditions. There are two types of units: fundamental units and derived units. Fundamental units are physical quantities that are independent, that is, they do not depend on other quantities like mass, length, or time. There are plenty of quantities in our lives which need to be measured and compared. Measuring is the comparison of a particular physical quantity with its reference value. A unit is a measure of a fixed physical quantity. A physical quantity is the product of a unit and the numerical value we need to compare with.