How much rubidium would it take to equal the pressure wave of a stander hand grenade. (Don't ask, I need it for a project)

Explanation:

rubidium is actually the pressure of the moons gravity times by monkey d. luffys meat capacity

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As a practical example we may consider an experiment involving the determination of the uptake of rubidium by portions of excised roots. A 1 × 10−3 M solution of RbCl2, i.e. each 1 ml of solution contains 1 µmole of rubidium, is labelled with 86Rb. If after mixing we take 1 ml of this solution and count it, we can quite simply determine its specific activity as x c.p.m./µmole Rb. (In practice for a 15–60 min experiment we should probably label the solution with about 50 µCi 86Rb/litre of uptake solution, i.e. about 0.05 µCi/ml, but note that it is quite immaterial to know the actual activity of the tracer in order to calculate the specific activity of the test solution). We may then allow 1 g weight samples of excised roots to absorb ions for a given unit time. After the elapse of the appropriate time each root sample is removed from solution and following appropriate procedures (see page 316 for typical details) the sample is counted, giving say y c.p.m. for 1 g roots. Then the amount of rubidium taken up by a root sample

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Of course, this example has been simplified both in terms of procedure and solution concentration in order to bring out the essential principle, but such a basic calculation can be developed for a wide range of experimental conditions.

more infor would

a lot