16. A soil sample has a void ratio of 0.50. Its porosity will be close to
- 25%
- 33%
- 66%
- 75%
17. A dry soil sample has equal amounts of solids and void, by volume. Its voids ratio and porosity will be
Voids ratio | Porosity | |
a. | 1.0 | 50% |
b. | 0.5 | 100% |
c. | 0.5 | 50% |
d. | 1.0 | 100% |
18. If the void ratio (e) of a given soil sample is 0.77 then the porosity (n) is
- 0.435%
- 43.50%
- 23.3%
- Data given are insufficient to calculate porosity
19. A soil sample has a shrinkage limit of 20% and specific gravity of soil solids is 2.7. The porosity of the soil at shrinkage limit is
- 0.35
- 0.25
- 0.55
- 0.45
20. The ratio of volume of voids (Vv) in the soil to its total volume (V) is defined as
- Porosity
- Void ratio
- Degree of saturation
- Mass density
21. A soil sample has a shrinkage limit of 10% and specific gravity of soil solids as 2.7. The porosity of the soil at shrinkage limit is
- 30%
- 21.2%
- 70%
- 52.7%
22. A soil sample has a porosity of 30 percent. Calculate the void ratio.
- 0.11
- 1.3
- 0.428
- 0.947
23. A soil sample has a porosity of 40%. The specific gravity of solid particles is 2.70. The dry density of the soil will be
- 1.82 gm/cc
- 1.25 gm/cc
- 1.62 gm/cc
- 1.37 gm/cc
24. A soil sample has a porosity of 40%, and the specific gravity of solid is 2.70. If the soil is 50% saturated, the unit weight will be nearly
- 22 kN/m3
- 20 kN/m3
- 18 kN/m3
- 16 kN/m3
25. Specific gravity of the soil particles is needed in determining
- void ratio
- porosity and degree of saturation
- particle size distribution
- all of these