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Question 17
A new sun cream has been developed using zinc oxide nanoparticles. The small particles provide better protection from the sun and they do not leave white marks on t... show full transcript
Step 1
Answer
One potential risk of using nanoparticles in sun cream is their ability to penetrate the skin and enter the bloodstream. This could lead to unknown health effects, as the impact of nanoparticles on human health is still not fully understood. These particles might cause cellular damage or trigger adverse biological reactions.
Step 2
Answer
To calculate the surface area to volume ratio for a cube-shaped nanoparticle with side length 50 nm:
Surface Area Calculation: The surface area (SA) of a cube is given by the formula: where is the length of a side.
For our nanoparticle:
Volume Calculation: The volume (V) of a cube is given by the formula:
For our nanoparticle:
Surface Area to Volume Ratio: Now, we can find the surface area to volume ratio: ext{ratio} = rac{SA}{V} = rac{15000 ext{ nm}^2}{125000 ext{ nm}^3} = 0.12 ext{ nm}^{-1}
Step 3
Answer
DNA is considered a nanoparticle because it possesses dimensions on the nanoscale, specifically around 2.5 nm in diameter. It is a complex structure that can exhibit unique properties due to its size. In contrast, a water molecule, which has a diameter of approximately 0.27 nm, is not classified as a nanoparticle since it does not meet the criteria for size and complexity associated with nanoparticles, which typically range from 1 nm to 100 nm.
Step 4
Answer
To determine how many zinc oxide nanoparticles (with a diameter of 32 nm) would fit across a human hair (which has an approximate diameter of 100,000 nm):
Human Hair Diameter: Approximately 100,000 nm.
Nanoparticle Diameter: 32 nm.
Number of Nanoparticles: Number of nanoparticles across a human hair = rac{ ext{Diameter of Human Hair}}{ ext{Diameter of Nanoparticle}} = rac{100000 ext{ nm}}{32 ext{ nm}} = 3125
Thus, approximately 3100 zinc oxide nanoparticles would fit across a human hair when rounded to two significant figures.
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