Explanation Given Information: The numbers of payments are 18 and payments made are 5 . Formula used: Follow the steps to compute the rebate fraction: Sum-of-the-digits formula is computed through the formula: Sum-of-the-digits = n ( n + 1 ) 2 Where n represents the number of payment. Compute the rebate fraction as follows: Rebate fraction = Sum of the digits of the number of remaining payments sum of the digits of the total number of payments Calculation: Consider numbers of payments are 18 and payments made are 5 . Compute the remaining payments by subtracting payment made from total payments. Payment Remaining = 18 − 5 = 13 Hence, the payments remaining are 13 . Compute the sum-of-the-digits of the number of remaining payments using the sum-of-digit formula. Substitute n = 13 , Sum-of-the-digits = n ( n + 1 ) 2 = 13 ( 13 + 1 ) 2 = 91 Hence, the sum-of-the-digits of the number of remaining payments are 91

8th Edition

ISBN: 9781305888715

Author: Brechner

Publisher: CENGAGE LEARNING - CONSIGNMENT

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Chapter 13.II, Problem 38RE

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To calculate: The payments remaining, sum-of-the-digits of the number of remaining payments, sum-of-the-digits of a total number of payments and rebate fraction if the number of payments are 18 and payments made are 5.

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Chapter 13.II, Problem 37RE

Chapter 13.II, Problem 39RE

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The payments remaining, sum-of-the-digits of the number of remaining payments, sum-of-the-digits of a total number of payments and rebate fraction if the number of payments are 18 and payments made are 5 .

Solution Summary: The author calculates the payments remaining, sum-of-the-digits of the number of remaining payments and rebate tion by subtracting payment made from total payments.

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To calculate: The payments remaining, sum-of-the-digits of the number of remaining payments, sum-of-the-digits of a total number of payments and rebate fraction if the number of payments are 18 and payments made are 5.

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