Question 1
Table 1.1 shows the diameters of some particles.
Table 1.1
| Particle | Diameter (m) |
| Carbon atom | 1.54 × 10–10 |
| Fullerene molecule | 1.10 × 10–9 |
| Silver atom | 2.88 × 10–10 |
| Platinum nanoparticle | 1.00 × 10–8 |
Which two particles have diameters with the same order of magnitude?
[1]
Answer
Write down the particles in order of diameter.
Smallest........
[2]
Answer
Nanoparticles make effective catalysts because they have a high surface area to volume ratio.
Table 1.2 shows the surface area to volume ratio of some different sized particles.
Table 1.2
| Nanoparticle | Particle of Fine Powder | Particle of Coarse Powder | |
| Size of Particle (nm) | 60 | 600 | 6000 |
| Surface Area to Volume Ratio | 0.1 | 0.01 | 0.001 |
Describe the relationship between the size of a particle and its surface area to volume ratio.
[2]
Answer
The nanoparticle shown is a cube. This nanoparticle has a volume of 1000 nm3.
NOT TO SCALE
Calculate the surface area of the nanoparticle.
Use the formula: surface area = 6 × (h × w)
[3]
Answer