101 1002500.5 5031000.25 2541500.125 12.552000.0625 6.2562500.03125 3.12573000.015625 1.562583500.007813 0.78125
so about 325 years
Natural uranium contain 0,7204 % uranium 235.
If an isotope is absorbed into the body, the fraction that remains after one day depends on the radiological half-life of the isotope and the biological half-life (basically how fast the element can be eliminated from the body) of the element that the isotope represents.
If a producer or low level member of the food web somehow takes in a toxin, the toxin remains in that organism. The organism that consumes the one that has become contaminated will consume several of those organisms, which are potentially all contaminated. There fore, the organism that has consumed contaminated organisms will get a stronger dosage of the toxin, and the cycle continues as the toxin moves up the food web.
You forgot to say that isotope is.
Isotope means an element with a different number of neutrons, however the number of protons and electrons of the atom remains the same.
20 percent of the original remains of the Philippine forest
Half-life is the time it takes for one half of the radioactive material to decay. It is logarithmic, so after two half-lives, one quarter remains - then one eighth - etc.
A contaminated surface needs to be dried after cleaning it because sometimes bacteria can grow and continue to thrive if a surface remains wet. Keeping the area dry after decontamination can greatly decrease the chances of it becoming contaminated again.
The most vital element in crime detection and criminal investigation is the human element.
Natural uranium contain 0,7204 % uranium 235.
25%
Water in its natural state is fresh. It is H20. It has to be contaminated by something being disolved or living in it to somehow make it otherwise.
No, the half life remains exactly the same throughout
87.5%.
If a sterile field becomes "contaminated" with a sterile solution, the field remains sterile.
If an isotope is absorbed into the body, the fraction that remains after one day depends on the radiological half-life of the isotope and the biological half-life (basically how fast the element can be eliminated from the body) of the element that the isotope represents.
oh well I'm the person who wrote this one answer