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Akash M.
Consider the n-queens problem using the "efficient" incremental formulation given on page 72. Explain why the state space has at least 3 − n! states and estimate the largest n for which exhaustive exploration is feasible. Hint: Derive a lower bound on the branching factor by considering the maximum number of squares that a queen can attack in any column.
Supreeta N.
Welcome to my Gumball Guesser program! Enter the radius of a gumball (cm) and the volume of a jar (mL) separated by a space: 1 500 Estimate of gumballs in the jar: 76 Do you want to enter more (y/n): y Enter the radius of a gumball (cm) and the volume of a jar (mL) separated by a space: .75 450 Estimate of gumballs in the jar: 162 Do you want to enter more (y/n): y Enter the radius of a gumball (cm) and the volume of a jar (mL) separated by a space: .5 123 Estimate of gumballs in the jar: 150 Do you want to enter more (y/n): n Number of entries: 3 Average number of gumballs: 129.33 Largest gumball: 4.19 cm^3 Jar size for largest gumball estimate: 450 mL Thank you for using my program!
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