Explanation Given Information: The principle amount of $ 486 , 000 is made for 127 days at a rate of interest of 13 1 2 % . Formula used: The formula to compute the simple interest is, I = P × R × T Where, P is the principal amount, I is the amount of interest, R is the rate of interest and T is the time-period. The ordinary interest for the given loan is; Time = Number of days of a loan 360 The exact interest for the given loan is; Time = Number of days of a loan 365 Calculation: As, the principle amount of $ 486 , 000 is made for 127 days at a rate of interest of 13 1 2 % . For ordinary interest for the given loan is; Time = Number of days of a loan 360 Thus, T = 127 360 For exact interest for the given loan is; Time = Number of days of a loan 365 Thus, T = 127 365 The amount of interest accrued from the issue of principal at a rate of interest of 13 1 2 % and over time- period of 127 days by using the ordinary method can be done as shown below: <

8th Edition

ISBN: 9781305888715

Author: Brechner

Publisher: CENGAGE LEARNING - CONSIGNMENT

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Chapter 10.I, Problem 16RE

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To calculate: The amount of interest accrued by using the ordinary method and the exact method on a principle amount of $486,000 at a rate of interest of 1312% and over a period of time of 127 days.

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Chapter 10.I, Problem 15RE

Chapter 10.I, Problem 17RE

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The amount of interest accrued by using the ordinary method and the exact method on a principle amount of $ 486 , 000 at a rate of interest of 13 1 2 % and over a period of time of 127 days.

Solution Summary: The author calculates the amount of interest accrued from the issue of principal at a rate of 1312% and over time- period of 127 days using the ordinary and exact methods.

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To calculate: The amount of interest accrued by using the ordinary method and the exact method on a principle amount of $486,000 at a rate of interest of 1312% and over a period of time of 127 days.

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Chapter 10 Solutions