Geotechnical Engineering — Quiz 1
Questions in this quiz (10)
A soil sample has a specific gravity of solids $$G_s=2.70$$, water content $$w=25\%$$, and degree of saturation $$S=80\%$$. Determine the void ratio of the soil.
- $$0.540$$
- $$0.844$$
- $$0.675$$
- $$1.125$$
A soil has a specific gravity of solids $$G_s=2.68$$ and a void ratio $$e=0.72$$. Assuming the unit weight of water is $$\gamma_w=9.81\ \mathrm{kN/m}^3$$, determine the dry unit weight of the soil.
- $$11.34\ \mathrm{kN/m}^3$$
- $$18.62\ \mathrm{kN/m}^3$$
- $$36.52\ \mathrm{kN/m}^3$$
- $$15.29\ \mathrm{kN/m}^3$$
A soil sample has a water content of $$18\%$$, void ratio of $$0.55$$, and specific gravity of solids of $$2.65$$. Determine the degree of saturation.
- $$86.7\%$$
- $$72.4\%$$
- $$65.0\%$$
- $$55.0\%$$
A soil has a void ratio of $$0.85$$. Determine the porosity of the soil.
- $$85.0\%$$
- $$54.1\%$$
- $$45.9\%$$
- $$38.5\%$$
A soil has a specific gravity $$G_s=2.72$$, void ratio $$e=0.65$$, and degree of saturation $$S=90\%$$. Assuming $$\gamma_w=9.81\ \mathrm{kN/m}^3$$, determine the total moist unit weight of the soil.
- $$16.17\ \mathrm{kN/m}^3$$
- $$19.65\ \mathrm{kN/m}^3$$
- $$20.04\ \mathrm{kN/m}^3$$
- $$22.35\ \mathrm{kN/m}^3$$
A soil sample weighed $$222\ \mathrm{g}$$ and had a volume of $$101\ \mathrm{cm}^3$$. The sample was oven-dried and its dry weight was determined to be $$180\ \mathrm{g}$$. The dry unit weight of the soil is most nearly:
- $$1.78\ \mathrm{g/cm}^3$$
- $$1.62\ \mathrm{g/cm}^3$$
- $$1.11\ \mathrm{g/cm}^3$$
- $$1.16\ \mathrm{g/cm}^3$$
A soil sample weighed $$222\ g$$ and its volume was $$101\ cm^3$$. The sample was oven-dried and its weight was determined to be $$185\ g$$. The moisture content of the soil is most nearly:
- $$20\%$$
- $$45\%$$
- $$55\%$$
- Question is vague
A soil sample has a total mass of $$23.3\ g$$, a volume of $$12\ cm^3$$, and an oven-dry mass of $$21.2\ g$$. The volume of solids in the soil sample is $$8.48\ cm^3$$. The void ratio is most nearly:
- $$0.42$$
- $$0.53$$
- $$0.62$$
- $$0.71$$
A sand has a minimum void ratio of $$0.41$$ and a maximum void ratio of $$0.78$$. The actual void ratio is $$0.576$$. The relative density is most nearly:
- $$40\%$$
- $$55\%$$
- $$65\%$$
- $$80\%$$
Based on the grain size distribution curve shown, determine the uniformity coefficient.
- $$1.6$$
- $$2.1$$
- $$2.6$$
- $$3.2$$
Loading quiz...
Comments
Share your thoughts or ask a question. Comments are moderated before publication.
Loading comments…