ih8science Posted August 4, 2007 Posted August 4, 2007 The half-life of Na-24 is 15 hours. When there are 1,000 atoms of Na-24 in a sample, a scientist starts a stopwatch. The scientist stops the stopwatch at 45 hours; there are ______ atoms of Na-24 remaining. This is an example problem to the section. I just am unsure of the process. Thanks in advance
Sayonara Posted August 4, 2007 Posted August 4, 2007 The approach is basically the same as you need for the gold question you posted ealier. The half-life describes the time taken for half of the atoms to decay. So you need to halve the number of atoms X times, where X is the number of half-life intervals that fit into the measured time period. Does that make sense?
Fuzzwood Posted August 4, 2007 Posted August 4, 2007 Element X, half life 500 hours, 64 atoms present. After 500 hours: 32 atoms present, or 0.5 x 64. After 1000 hours: 16 atoms present, or 0.5 x 0.5 x 64. After 1500 hours: 8 atoms present, or 0.5 x 0.5 x 0.5 x 64.
Daecon Posted August 5, 2007 Posted August 5, 2007 Total number of hours divided by half-life time = a number. Total number of atoms in sample halve that total a few times. I'll let you work out how many times to halve it. It's all math. There's no "science" knowledge needed.
Fuzzwood Posted August 5, 2007 Posted August 5, 2007 You still need to get the "hey i did this with a little help, lets try the next one myyself"-spark, afer that, nuclear physics may be fun to do
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