g Determine the intensity w of the distributed load so that the average normal stress in the rod AB does not exceed 390 kPa . Express your answer to three significant figures and include the appropriate units

Strain is the quantity of deformation skilled via way of means of the frame withinside the path of pressure applied, divided via way of means of the preliminary dimensions of the frame. The following equation offers the relation for deformation in phrases of the duration of a solid: ϵ = δ l L.

Assume that the common regular strain withinside the rod AB is the standards of failure.
Calculate the withinside the rod AB the usage of the subsequent formula: sigma AB = T A A AB sigma AB Here, is the common regular strain withinside the rod AB, A AB is the cross-sectional region rod AB
390 kPa*( 10^ 3N/m^ 2 1 kPa ) fOr sigma AB and Substitute
10 mm^ 2 *( 10^ -6 m^ 2 1 mm^ 2 ) for A AB:i equation. the above
390/10 ^ 3| = T_/(10|10 ^ - 6|) T_ = 3N.
Determine the importance of w through thinking about the moments approximately factor C . sum M c =zero
T_ * (L) + [(1/2)(6)(w)](L/three) = zero (2)
Substitute three N for T_ and six m for L withinside the equation (three).
- 3(6) + [(1/2)(6)(w)](6/3) = zero w = 3N / m