This problem is similar to geometric progression where the initial amount is 50 and the common ratio is 0.5 which is the dilution factor
after 5 dilution the concentration will be "\\frac{50}{2^5}=\\frac{50}{32}"
concentration in 1st tube will be "50\\times\\frac12"
concentration in 2nd tube will be "50\\times\\frac12\\times\\frac12"
concentration in 3rd tube will be "50\\times\\frac12\\times\\frac12\\times\\frac12"
concentration in 4th tube will be "50\\times\\frac12\\times\\frac12\\times\\frac12\\times \\frac12"
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