Question
$^{225} \mathrm{Ac}$ is effective in prostate cancer therapy when administered at kBq levels. If an antibody tagged with $^{225} \mathrm{gg}$ c has an intensity of 2 million $\mathrm{Bq} / \mathrm{mg}$ and if a solution contains $5 \mathrm{mg} / \mathrm{L}$ tagged antibody, how many milliliters of the solution should you use for an injection to administer 1 kBq intensity?
Step 1
We know that 1 kBq is equal to 1000 Bq. So, we multiply the given kBq intensity by 1000 to get the intensity in Bq. \[1 \, \text{kBq} = 1 \times 1000 \, \text{Bq} = 1000 \, \text{Bq}\] Show more…
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$\textbf{Radiation Treatment of Prostate Cancer}$. In many cases, prostate cancer is treated by implanting 60 to 100 small seeds of radioactive material into the tumor. The energy released from the decays kills the tumor. One isotope that is used (there are others) is palladium ($^1$$^0$$^3$Pd), with a half-life of 17 days. If a typical grain contains 0.250 g of $^1$$^0$$^3$Pd, (a) what is its initial activity rate in Bq, and (b) what is the rate 68 days later?
Radiation treatment of prostate cancer. In many cases, prostate cancer is treated by implanting 60 to 100 small seeds of radioactive material into the tumor. The energy released from the decays kills the tumor. One isotope that is used (there are others is palladium $(103 \mathrm{Pd}),$ with a half-life of 17 days. If a typical grain contains 0.250 $\mathrm{g}$ of $^{103} \mathrm{Pd},$ (a) what is its initial activity rate in $\mathrm{Bq},$ and (b) what is the rate 68 days later?
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