lcjfletcher lcjfletcher
  • 04-04-2021
  • Chemistry
contestada

The half-life of I-37 is 8.07 days. If 25 grams are left after 40.35 days, how many grams were in the original sample?

Respuesta :

maacastrobr
maacastrobr maacastrobr
  • 09-04-2021

Answer:

800 g

Explanation:

We can express the decay of I-37 using the formula:

  • Final Mass = Initial Mass * [tex]0.5^{\frac{Time}{Half-Life} }[/tex]

We input the data:

  • 25 g = Initial Mass * [tex]0.5^{(\frac{40.35}{8.07})}[/tex]

And solve for Initial Mass:

  • 25 g = Initial Mass * [tex]0.5^{5}[/tex]
  • 25 g = Initial Mass * 0.03125
  • Initial Mass = 800 g

Meaning that out 800 grams of I-37, only 25 will remain after 40.35 days.

Answer Link

Otras preguntas

_________________ federalism concerns both the funds that the national government sends to the states for various purposes and services that the states perform
How is the desert ecosystem the same from the rainforest ecosystem?
A functional middleman who does not take title to products and who is compensated by commissions paid by producers is called a (n) _____.
How many holocaust survivors are still alive 2017?
What are some questions a political scientist may ask about the early humans?
The u.s. supreme court's decision in the 1954 brown v. board of education case triggered a judicial revolution in which the court began to focus on suits relate
why are the lower latitudes so much warmer than the higher latitudes
how is heat transfer through space
what's the fraction of 0.27
does the graph of the solution to the inequality -5x - 12 > 3 has an open circle at -3 and is shaded to the left