Question

the modulus of elasticity is is dimension equivalent to​

Answer 1

$\huge \fbox \pink { a} \fbox \green {n} \fbox \red {s} \fbox \blue {w} \fbox \orange { e} \fbox \purple { r}$

The modulus of elasticity is dimensionally equivalent to stress because the modulus of elasticity =stressstrain and the unit of stain is nothing as it is unitless quantity. ... Hence option B is the correct answer to this problem because the modulus of elasticity is dimensionally equivalent to stress.

Answer 2

Answer:

the modulus of elasticity have the same dimension as of pressure (stress)

or, modulus of elasticity

= pressure/(∆ L/ L)

or, modulus of elasticity

= ML^2 T^-2 / (∆L /L) = ML^2 T^-2

( as ∆L/L is Dimensionless)