App Logo

No.1 PSC Learning App

1M+ Downloads
What will be the section modulus (Z) of a rectangular beam of width (b) and depth (h)?

Az=bh26z=\frac{bh^2}{6}

Bz=bh212z=\frac{bh^2}{12}

Cz=bh36z=\frac{bh^3}{6}

DNoneoftheseNone of these

Answer:

z=bh26z=\frac{bh^2}{6}

Read Explanation:

section modulus (Z) of a rectangular beam of width (b) and depth (h) z=bh26z=\frac{bh^2}{6}

Related Questions:

The shear force obtained at the midpoint of the cantilever beam is 12 kN. What is the value of uniformly distributed load w (kN/m) acting over the entire length, if the span length of the beam is 4 m?
In a simply supported beam, where the shear force is zero, the bending moment will be
A cantilever of span L carries a concentrated load W at its free end. Which of the following is true for this cantilever?
What is the expansion of UDL in the beams?
Positive Bending Moment is also called as