120 mm 20 mm 150 mm Yo 20 mm

Q: 10kNm 10KN/m 10lN 2m 2m 1m 20kNm 20.833 22.218 19.167 17.116

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Q: 300mm 50mm 70mm 700mm

A:

Q: 30 mm 80 mm

A: Use Elastic Moment Formula

Q: 90 l/s 55 600 m B 45 254 mm 10 600 m 254 mm 35 +ve 600 600 m C 152 mm 152 mm 15 60S 600 m 600 m 5…

A: The design and analysis of the complex water distribution network are by the Hardy cross method. The…

Q: 50 i mm 50mm a b Pu Tensio 50mm E

A: The net area of a structure is generally the summation of the net areas of all of the program spaces…

Q: Compute I, for the region shown, given that i = 25.86 mm.

A: Draw the figure.

Q: Find the shortest distance from point B to line AC

A:

Q: A man 32 years old has a son 7 years old. In how many years will the father be twice as old as his…

A: Given data:A man 32 years old Son 7 years oldHow many years will the father be twice as old as his…

Q: 44.29 mm 20 mm C.G. 260 mm 84.29 mm 20 mm 180 mm

A: Product Moment of Inertia: It is the sum of Moment of inertia of the body which divided into number…

Q: 44m 115 m 700 20m 100m 66m

A:

Q: y 74 mm 36 mm - 36 -+ 36 mm mm Answer: y = i mm

A:

Q: he diameter of a pipe carrying water changes gradually from 6 inches at a lower point to 18 inches…

A:

Q: Find x and y

A: We will divide the given C-section into three sections as shown in the figure:

Q: 47 mm 47 mm Semiellipse 26 mm 70 mm

A:

Q: Water 150 mm Mercury (sg = 13.54) 900 mm Oil 600 (sg 0.86) mm

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Q: 30 kips 13 kips/ft 20 kips B В 4 ft 12 ft 4 ft,

A: Given beam, FBD:-

Q: 80 11 B 10 mm 10 mm 80 10 mm

A:

Q: Pa 20 12 Water Mercury Fig. 1

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Q: 140mm 100mm 20mm

A: As per guidlines we can solve one question at a time, please upload separately Thanks

Q: 60 mm 30 mm 30 mm 45 mm

A:

Q: For the H - section shown, Find the value of h so that Ix = Iy. %3D 20mm 100mm 20mm h = ? 20mm 140mm

A: Moment of Inertia of Rectangle about C.G =bd312From Parallel Axis Theorem :Im=IG+Ax2Where Im= Moment…

Q: 75 mm 25 mm G0 mm 25 mm 25 mm 125 mm

A: solution  consider the  the axis left to y axis as negative and right side of y axis as positive

Q: 250mm 100mm 100 mm B (50 mm 120 mm FRONT VIEW 150 man 100 mm 200 m TOP VIEW

A:

Q: 3 30 300 Ib 722 Ib

A: Compute the resultant of the three forces shown. Locate its intersection with the X and Y axes

Q: 40 Nim 20N/m

A:

Q: 14000 mm 3000 mm 8000 mm 3000 mrm 12000 mm ww 0009

A: Given:- The radius of the semicircle = 3000 mm The thickness of the wall = 500 mm  To determine:- a)…

Q: 55 kN 55 kN 30 kN/m 30 kN/m 116.67| 9 m 3 m 208.33 El = constant E= 200 GPa I- 830(10) mm (b) Real…

A:

Q: 62.5mm 600mm 62.5mm 350mm Pn

A: Compression member is a structural member which is primarily subjected to axial compression. If…

Q: 3000mm N 3000m D 3000m A G 200N 200AN 200N 200N 2500mm 2500mm 2500mm 2500mm 2500mm 2500mm 2500mm…

A: Given data in question  Point load  Span member length  To find out  Reactions    Note It is an…

Q: 190 N 255 N 120 N 710 mm 710 mm 710 mm

A: The step wise solutions along with figures are given below.

Q: -1100 mm- 400 mm 960 mm

A: To find:- a)Tension in cable AC b) Tension in cable BC

Q: 630mm 25mm 380mm 25mm 25mm 315mm.

A: Solution:-  Area of section,  A=A1+A2  =630×25+2×355×25   =33500 mm2 Depth from top, y2×25=A2…

Q: 10 m 200N 10ON ZB 10 m 85.88 12.74 42.94 20.86 25.48

A: Data Given: Tension in the cable = 200 N Asked: The value of angle B

Q: 75mm Y 25 mm 150 mm 25 mm 25 mm 125 mm

A: we need to find the centroidal distances with respect to y axis and x axis  and then find the moment…

Q: 30 m 20 m 30 m 20 m

A: Hi and thanks for your question! Unfortunately it looks incomplete. Please resubmit the question…

Q: Determine the moment of inertia around the horizontal neutral axis of the section. Use A as…

A: Determine the moment of inertia around the horizontal neutral axis of the section. Use A as…

Q: 21mm 4mm 38mm 16 mm 21mm 2.

A:

Q: 12 kip 3 kip/ft A B__ 6 ft 6 ft 12 ft

A:

Q: 40 N 30 N B 3 m 200 N·m 50 N

A: Appreciate if there is detailed work with explanation and finds you helpful for ease of…

Q: 4) 4 points Calculate the minimum net area for the plate shown below connected to 14 mm thick gusset…

A:

Q: 45° 45° t

A:

Q: Τ (iii) Determine the centroidal coordinates of the shaded area in Figure (a). The dimensions are in…

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Q: 250mm 60mm 60mm 700mm 90mm 4m

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Q: 360mm 32 mm 691 mm 755 mm 32 mm 19 mm

A:

Q: :Convert (24.4652° ) to degrees, minutes, and seconds.

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Q: 30 cm |(2) (3) 45 cm 50 cm + 1 cm (1)

A:

Q: 2. Calculate the velocity of water flowing in point 2? axdc026360.roc2.blindsidenetworks.com is…

A: Assuming the flow to be incompressible, and frictionless. Apply Bernoulli equation at surface and…

Q: 200 N 825 mm 400 N 825 mm 1800 mim 200 N 1650 mm 30 250 N 350 N

A: Finding out resultant and angle.

Q: 150 mm 75 mm 50 mm 100 mm 60 mm

A: Area of rectangle 1 = 150*150 = 22500mm2 Area of triangle=12*b*h=12*75*100=3750mm2 Area of…

System of Forces

A force is an external influence or agent that changes the state of a system. According to Newton's second law, the force applied to a body is proportional to the change in momentum of a body. Hence, whenever a force is applied to a body, its momentum changes. If the body is at rest, under the action of force, its state of rest changes to motion. In other words, the magnitude of the momentum of the body changes from zero to a measurable value. Similarly, if the body possesses some initial velocity, it has some associated momentum, the effect of force can cause the body to halt or come to rest, that is, the momentum reduces to zero.