1. The maximum shear stress T per unit force of a beam is defined as 1 T(b,h, y) = ( + b y) bh where b is the width of the section, h is the length of the beam and y is the distance from the neutral axis. Find the uncertainty equation for T assuming b, h, and y are variables. (20 pts) 2. Find the uncertainty equation for the following fun solutionspile.com

Question

1. The maximum shear stress T per unit force of a beam is defined as 1 T(b,h, y) = ( ² + b ² y³) bh³ where b is the width of the section, h is the length of the beam and y is the distance from the neutral axis. Find the uncertainty equation for T assuming b, h, and y are variables. (20 pts) 2. Find the uncertainty equation for the following function f assuming x, y, and z are variables. (20 pts) .2 ZX y f(x, y, z) = 2x2² (2x -2/3) y² Z3 Uncertainty equation: R = R(x?,x?,..., X ?) X2 Xn) 2 OR OR n -Ux X? ?R U? -U +...+ X2 Ú. - [(*^ ^ . ) ( ^ ^,; . ) --- ( ,.)]] UR R ox n X? R Rox? R Ox?

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1. The maximum shear stress

T

per unit force of a beam is defined as

T (b, h, y) = \frac{1}{b h ^{3}} (\frac{h}{y} + b^{2} y^{3})

where

b

is the width of the section,

h

is the length of the beam and

y

is the distance from the neutral axis. Find the uncertainty equation for

T

assuming

b, h

, and

y

are variables. (20 pts) 2. Find the uncertainty equation for the following function

f

assuming

x, y

, and

z

are variables. (20 pts)

f (x, y, z) = \frac{z x ^{2}}{y ^{2}} (2 x ? \frac{y}{z ^{3}})

Uncertainty equation:

R = R (x_{1}, x_{2}, \dots, x_{n}) U_{R} = \pm [(\frac{x _{1}}{R} \frac{? R}{? x _{1}} U_{X_{1}})^{2} + (\frac{x _{2}}{R} \frac{? R}{? x _{2}} U_{X_{2}})^{2} + \dots + (\frac{x _{n}}{R} \frac{? R}{? x _{n}} U_{X_{n}})^{2}]^{\frac{1}{2}}

Accepted Answer

Expert Answer to - 1. The maximum shear stress T per unit force of a beam is defined as 1 T(b,h, y) = (  + b  y)

Answer

Solution for - 1. The maximum shear stress T per unit force of a beam is defined as 1 T(b,h, y) = (  + b  y)

Answer

This an additional answer to - 1. The maximum shear stress T per unit force of a beam is defined as 1 T(b,h, y) = (  + b  y)

(Solved): 1. The maximum shear stress T per unit force of a beam is defined as 1 T(b,h, y) = ( + b y) ...

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