Chapter 1: Problem 44
Molecular weight of haemoglobin is \(67200 .\) ]f haemoglobin contains \(0.33 \%\) of iron atoms, the number of iron atoms that are present in one molecule of haemoglobin is (At. wt. of iron \(=56\) ) (1) 2 (2) 4 (3) 6 (4) 8
Short Answer
Step by step solution
Key Concepts
These are the key concepts you need to understand to accurately answer the question.
molecular weight
To calculate the molecular weight of a molecule, here are the steps:
- Identify all the atoms in the molecule.
- Find the atomic weights of these atoms, which are often given in a periodic table.
- Multiply the atomic weight of each atom by the number of times that atom appears in the molecule.
- Add up these values to get the molecular weight.
haemoglobin
Understanding haemoglobin’s function in the body is vital because:
- It illustrates the role of proteins in biological systems.
- It shows how molecular weight impacts biological activity.
- It highlights the significance of iron in cellular functions.
atomic weight of iron
For instance, in our exercise, to find out the weight of iron in a molecule of haemoglobin and finally determine the number of iron atoms present, we make use of this constant value for iron.
The steps are:
- Calculate the weight of iron in the molecule using its percentage composition.
- Divide this weight by the atomic weight of iron to get the number of moles.
percentage composition
If you have the molecular weight of a compound, you can find the mass of each element by:
- Finding the total molecular weight.
- Using the percentage composition to determine the weight contributed by each element.
number of moles
The steps involved are:
- Determine the mass of the element (iron in this case).
- Use the formula: Number of moles = Mass / Atomic weight.
- Weight of iron = 221.76 grams (calculated from 0.33% of molecular weight 67200).
- Atomic weight of iron = 56.
- Number of moles of iron = 221.76 / 56 = 3.96, which we round to 4 moles.