1. A vending machine accepts le coins, 5 coins (nickels), 10 coins (dimes), 25 coins (quarters)...
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1. A vending machine accepts le coins, 5¢ coins (nickels), 10¢ coins (dimes), 25¢ coins (quarters) and 1$ coins. Let an denote the number of ways of depositing n cents into the machine, where the order in which the coins are deposited matters. Explain how to find a recurrence relation for an and give the value of a12. 2. Solve the recurrence relation an 8an-1-16an-2 + 3n4" with initial conditions ao = -2 and a₁ = 0. Show all the steps you go through. 1. A vending machine accepts le coins, 5¢ coins (nickels), 10¢ coins (dimes), 25¢ coins (quarters) and 1$ coins. Let an denote the number of ways of depositing n cents into the machine, where the order in which the coins are deposited matters. Explain how to find a recurrence relation for an and give the value of a12. 2. Solve the recurrence relation an 8an-1-16an-2 + 3n4" with initial conditions ao = -2 and a₁ = 0. Show all the steps you go through.
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To find a recurrence relation foran which represents the number of ways to depositncents into the vending machine where the order in which the coins a... View the full answer
Related Book For
Income Tax Fundamentals 2013
ISBN: 9781285586618
31st Edition
Authors: Gerald E. Whittenburg, Martha Altus Buller, Steven L Gill
Posted Date:
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