6. Determine the generating function for the number of ways to distribute 35 pennies (froman unlimited supply) among five children if (a) there are no restriction; (b) each child gets at least1¢; (c) each child gets at least 2¢; (d) the oldest child gets at least 10¢; and (e) the two youngestchildren must each get at least 10¢.
6. Determine the generating function for the number of ways to distribute 35 pennies (froman unlimited supply) among five children if (a) there are no restriction; (b) each child gets at least1¢; (c) each child gets at least 2¢; (d) the oldest child gets at least 10¢; and (e) the two youngestchildren must each get at least 10¢.
Chapter12: Sequences, Series And Binomial Theorem
Section12.3: Geometric Sequences And Series
Problem 12.58TI: What is the total effect on the economy of a government tax rebate of $500 to each household in...
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6. Determine the generating function for the number of ways to distribute 35 pennies (from
an unlimited supply) among five children if (a) there are no restriction; (b) each child gets at least
1¢; (c) each child gets at least 2¢; (d) the oldest child gets at least 10¢; and (e) the two youngest
children must each get at least 10¢.
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