Given the following beam details and loading, determine the following: b=2.13 inches h=4.35 inches P= 1793 Ib A= 4.47 ft B= 7.35 ft P (Ib) -A (ft) В (ft) N.A. A+B (ft) R1 R2 | b 1. Moment of inertia of the beam in in4

Q: You have asked to investigate the following: (a i) The bending moment, M of a beam is given by:…

A: Given:- M=3000-550x-20x^(2) Plot bending moment diagram

Q: Solve the following ng using the Power Series method dy dx +y=0

A: Step 1:​dxdy​+y=0→(i)​Step 2:​ Let y=n=0∑∞​an​xndxdy​=n=1∑∞​an​nxn−1Substitute y and dxdy​ in…

Q: 1. Calculate the degrees of freedom and analyze the geometric construction of the following systems.…

A: please find attached solution below.kindly repost rest 4 questions.

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A:

Q: In your words, discuss the strengths and limitations of the Bishop’s (1959) equation

A:

Q: A = 900 lbs 25° 75⁰ B = 600 lbs

A:

Q: Find a formula for cos (30) in terms of cos (0) and sin (0) using de Moivre's Theorem.

A: To find a formula for cos(3θ) in terms of cos(θ) and sin(θ) using De Moivre's Theorem, we can apply…

Q: The cantilever beam shown below supports a single concentrated load as shown below. The cross…

A: A cantilever is loaded as followsE29000ksibending moment equation=?slope equation=?deflection…

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.