Lead is a poisonous metal that especially affects children because they retain a
larger fraction of lead than adults do. Lead levels of 0.250ppm in a child cause delayed
cognitive development. How many moles of lead present in 1.00g of child’s blood
would 0.250ppm represent.
PPM is the measure of the concentration of contaminant present in a million parts of the solution.
Here, 0.250 PPM lead means 0.250 parts of lead present in one million parts of a child’s blood sample.
In terms of grams, 0.250 grams of lead in a blood sample.
Then, 1 gram of the sample contains,
grams of Lead in 1 g of blood sample "= \\frac{0.250}{10^6} = 2.5 \\times 10^{-7} \\;g"
Obtain the moles of lead in 1 gram of sample by the use of the molar mass of lead as shown below:
"Moles\\; of\\; lead = \\frac{mass}{molar \\; mass} \\\\\n\n= \\frac{2.5 \\times 10^{-7} \\; g}{207.2 \\; g\/mol} \\\\\n\n= 1.207 \\times 10^{-9} \\; moles"
Therefore, the moles of lead present in 1.00 g of child's blood is "1.207 \\times 10^{-9} \\;mol"
Comments
Leave a comment