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just did this assignment. the correct answer is S = 800(0.5)h
the next answer is h=y/2.6
the one after that is S = 800(0.766)y
the last one is 85.2 mg
the next answer is h=y/2.6
the one after that is S = 800(0.766)y
the last one is 85.2 mg
The expression that represents the mass of sodium remaining after h half-lives is S = 800(0.5)ʰ
Data obtained from the question
- Half-life (t½) = 2.6 years.
- Original amount (S₀) = 800 mg
- Number of half-lives (n) = h
- Amount remaining (S) = ?
How do we determine the amount remaining?
The amount remaining can be obtained as illustrated below
S = S₀ / 2ⁿ
S = S₀ × (1/2)ⁿ
S = S₀ × (0.5)ⁿ
S = 800 × (0.5)ʰ
S = 800(0.5)ʰ
Complete question
The half-life of sodium-22 is 2.6 years. A sample contains 800 mg of this isotope.
Which expression represents the mass of sodium remaining after h half-lives?
S = 0.5(800)^h
S = 800(0.5)^h
S = 8000.5^h
S = 800^h + 0.5
Which expression relates h, the number of half-lives, and y, the number of years?
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