8. If the force in each cable tied to the bin is 70 lb, determine the magnitude and Coordinate direction angles of the resultant force.

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Q: Subject:Statics of Rigid Bodies can you show your solution so that i can follow up and learn too

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Q: Discuss some of the practical applications of Lagrangian and Eulerian descriptions of fluid flow.

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Q: i) identify the boundary conditions for shear, moment and displacements. ii) using the equation of…

A: EI = 2900000×1000122 = 20.1389×106  lb.ftFrom similar triangles,y = 200x6 = 100x3

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A: Given data:- h1=20 cm=0.2 mh2=30 cm=0.3 mFrom the figureP1w+0.6+0.213.6=0P1w=-3.32

Q: NOTES: Units: MM Material: AlSI 1020 Provide Mass in Grams R10 R7 TYP 25 - 15 40 75 40 15 R8 25 20…

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Q: Verify the following equation based on their definitions: WY sat Yw-W(Ysat - Yw) e= Vv Vs

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Q: (Principle) What does the H-value mean? How is it related to energy balance?

A: It is asked what does H- value mean?

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Q: Task Q1. An I-section beam supports different loads as shown in Figure 1. Individual data of the…

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Q: At what altitude h above the north pole is the weight of an object reduced to 24% of its…

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Q: Determine the value of Force

A: we know that W = F x S Therefore, F = W/S    = 40/5    = 8N

Q: 4. One pascal is equal to_ A.) Newton/mm? B.) Newton / m? C.) Newton / cm? D.) Newton / dm²

A: Given data in question  Pascal Fluid units To find out  One pascal is equal to

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Q: 8. What is the relation between kinetic energy and momentum? a) p=m/v b) p=mva c) p=mv d) p=m

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Q: 2.a asks about this part 2.b asks about this part 100 N/m 50 N/m 1m y=50X²+150 N/m 150 N/m 2m 3m

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Q: y' = Ya + Yw(n – 1)

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Q: Let P: This is a great website, Q: You should not come back here. Then This is a great website and…

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Q: Units: MM Material: AISI 1020 Provide Mass in Grams R10 R7 TYP 25 - 15 40 75 40 15 R8 25 20 TYP 150…

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Q: ALL SOLUTIONS

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Q: What is the mass of it

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Q: what are deemed to satisfy solution? Explain early

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Q: Proof that Euler's equation is special case of Navier- Stocke equation.

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Q: Using the formula M + R = 2*J, determine how many of these are properly constrained. Properly…

A: M+R=2*J

Dimensional homogeneity

The term dimensional homogeneity means that in an equation, the dimensions of each term on both sides are equal, which means the dimensions of the left-hand side (LHS) of an equation are similar to the dimensions of the right-hand side (RHS). For a dimensionally homogeneous equation, the powers of fundamental dimensions will be identical on both sides of the equation.