TASKS:

$\backslash$table$[[$Questions$],[1.$ Which case represents pure b$,\backslash$table$[[2.$ Poisson ratio of a material$],[$equal $0,3.$ Due to tension the$],[$specimen changes its diameter$],[$from $10mm$ to $9,99mm.$ At the$],[$moment longitudinal strain$],[$was equal $0,3\%.$ Did specimen$],[$deform plastically? $($If$],[$P$.$R$.0,33,$ we determine$],[$plastic deformation, and$],[$inversely$...)]]],[\backslash$table$[[3.$ Use equilibrium equation for the bending$],[$moment about axis $x$ and applying$],[$definition of nor nal stress express its value$],[$at presented point of cross$-$section shown.$],[$Explain all members in equation you use.$]],\backslash$table$[[5.$ Characterize two materials$],[$according to assumptions used$],[$for design. What are$],[$structural$/$deformational$],[$similarities and differences?$]]],[\backslash$table$[[4.$ What data should be taken to design$],[$the shaft in torsion and simply$],[$supported beam in bending? Drawings,$],[$equations$.]],]]$

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