You Have 984 Grams Of A Radioactive Kind Of Krypton. How Much Will Be Left After 6 Minutes If Its Half-Life Is 3 Minutes?

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You Have 984 Grams Of A Radioactive Kind Of Krypton. How Much Will Be Left After 6 Minutes If Its Half-Life Is 3 Minutes?. Your solution’s ready to go! After another 3 minutes (i.e., 6 minutes total), this remaining 492g will also halve, leaving 492g*1/2 = 246g.

Radioactive Isotope Half Life
Radioactive Isotope Half Life from ar.inspiredpencil.com

2 use the formula to calculate the remaining amount of krypton. Your solution’s ready to go! How much will be l6eft after 6 minutes, if you start with 32 grams of it?.

After Another 3 Minutes (I.e., 6 Minutes Total), This Remaining 492G Will Also Halve, Leaving 492G*1/2 = 246G.


So, if you start with 984g of radioactive krypton and wait for 6. To find out how much krypton will be left after 6 minutes, we can use the formula for exponential decay: Your solution’s ready to go!

A = A₀ * (1/2)^ (T/T), Where:


How much will be l6eft after 6 minutes, if you start with 32 grams of it?. Therefore, after 6 minutes, there will be 246 grams of the radioactive krypton left. 2 use the formula to calculate the remaining amount of krypton.

Your Solution’s Ready To Go!


This means that every 3 minutes, half of the krypton will decay.

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