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Structural Engineering — Quiz 5

Practice Structural Engineering — Quiz 5 on SonaPrep (Structural Engineering) with 10 scored questions. Use it to strengthen Structural Engineering skills with exam-style timing, clear scoring, and review after each attempt. Work carefully, check explanations for misses, then retake to track improvement before test day.
Questions
10
Category
Structural Engineering

Questions in this quiz (10)

  1. A short, square tied column has a minimum area of reinforcing steel of $$3.24\ \mathrm{in}^2$$ and a gross area of $$18\ \mathrm{in}^2$$. The compressive strength of the concrete is $$4000\ \mathrm{lbf/in}^2$$, and the yield strength of the concrete is $$60{,}000\ \mathrm{lbf/in}^2$$. What is most nearly the design axial compressive load capacity?

    • $$130\ \mathrm{kips}$$
    • $$140\ \mathrm{kips}$$
    • $$400\ \mathrm{kips}$$
    • $$668\ \mathrm{kips}$$
  2. Determine the stability and determinacy of the beam shown.

    • Unstable
    • Stable and determinate
    • Stable and indeterminate, first degree
    • Stable and indeterminate, second degree
  3. A reinforced concrete beam of normal weight concrete with an effective depth of $$16\ \mathrm{in}$$ and a width of $$12\ \mathrm{in}$$ is reinforced with grade $$60$$ bars and has a concrete compressive strength of $$3000\ \mathrm{lbf/in}^2$$. The factored shear force is $$V_u=7\ \mathrm{kips}$$, the factored moment is $$M_u=20\ \mathrm{ft\text{-}kips}$$, and the reinforcement ratio is $$\rho_w=0.015$$. What is most nearly the nominal shear reinforcement capacity required?

    • $$0\ \mathrm{kips}$$
    • $$0.9\ \mathrm{kips}$$
    • $$1.1\ \mathrm{kips}$$
    • $$1.6\ \mathrm{kips}$$
  4. A steel compression member has a yield strength of $$50\ \mathrm{kips/in}^2$$ and a controlling slenderness ratio of $$31.8$$. The critical column design stress is most nearly:

    • $$40\ \mathrm{kips/in}^2$$
    • $$42\ \mathrm{kips/in}^2$$
    • $$46\ \mathrm{kips/in}^2$$
    • $$50\ \mathrm{kips/in}^2$$
  5. The cross section of a beam is reinforced with $$3\ \mathrm{in}^2$$ of steel, $$f'_c=4000\ \mathrm{lbf/in}^2$$, and $$f_y=60{,}000\ \mathrm{lbf/in}^2$$. Assume that the tension steel yields at maximum moment. Most nearly, what is the area of concrete required to balance the steel force when the steel yields?

    • $$15\ \mathrm{in}^2$$
    • $$18\ \mathrm{in}^2$$
    • $$45\ \mathrm{in}^2$$
    • $$53\ \mathrm{in}^2$$
  6. A reinforced concrete tied column is subjected to a design axial compression force of $$875\ \mathrm{kips}$$ and a design bending moment about its strong axis of $$740\ \mathrm{ft\text{-}kips}$$. The column cross section measures $$30\ \mathrm{in}\times 18\ \mathrm{in}$$, and the distance from the edge of the column to the center of steel in each face is $$3\ \mathrm{in}$$. The concrete's specified compressive strength is $$4000\ \mathrm{psi}$$, and the reinforcing steel is grade $$60$$. The required area of longitudinal steel is most nearly:

    • $$4.0\ \mathrm{in}^2$$
    • $$8.0\ \mathrm{in}^2$$
    • $$12\ \mathrm{in}^2$$
    • $$14\ \mathrm{in}^2$$
  7. For the plane truss shown below, what is most nearly the axial force in member $$CG$$?

    • $$45.3\ \mathrm{kip}$$ compression
    • $$45.3\ \mathrm{kip}$$ tension
    • $$90.5\ \mathrm{kip}$$ compression
    • $$90.5\ \mathrm{kip}$$ tension
  8. For the beam shown below, what is most nearly the largest magnitude of bending moment due to the applied loads?

    • $$0\ \mathrm{ft\text{-}kip}$$
    • $$49\ \mathrm{ft\text{-}kip}$$
    • $$72\ \mathrm{ft\text{-}kip}$$
    • $$108\ \mathrm{ft\text{-}kip}$$
  9. For the plane truss shown below, what is most nearly the horizontal deflection at joint $$B$$? All members in the truss are mild carbon steel with $$E=29000\ \mathrm{ksi}$$ and cross-sectional area $$2.0\ \mathrm{in}^2$$.

    • $$0\ \mathrm{in}$$
    • $$0.97\ \mathrm{in}$$ to the right
    • $$1.46\ \mathrm{in}$$ to the right
    • $$2.61\ \mathrm{in}$$ to the right
  10. For the beam shown below, what is most nearly the vertical deflection at midspan? The beam is comprised of normal-weight concrete with $$E=4000\ \mathrm{ksi}$$ and has a moment of inertia of $$1000\ \mathrm{in}^4$$.

    • $$0.01\ \mathrm{in}$$ downward
    • $$2.58\ \mathrm{in}$$ downward
    • $$4.93\ \mathrm{in}$$ downward
    • $$6.12\ \mathrm{in}$$ downward

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