The statement below is correct in at least one number system (besides base-1). That is, the statement is correct if we assume the numbers are expressed in a base other than 10. It is up to you to find out 2 Which number base makes each statement correct? You need to justify your answer by converting the numbers in each operation to base 10 and showing that the statement is correct. For example, 36/6 = 7 is clearly not correct in base 10 but it is correct in base 12 because 3612 =4210 and 4210/610 = 710. Thus, 3612/612 = 712 is true. 140 x 3 / 102 = 10
The statement below is correct in at least one number system (besides base-1). That is, the statement is correct if we assume the numbers are expressed in a base other than 10. It is up to you to find out 2 Which number base makes each statement correct? You need to justify your answer by converting the numbers in each operation to base 10 and showing that the statement is correct. For example, 36/6 = 7 is clearly not correct in base 10 but it is correct in base 12 because 3612 =4210 and 4210/610 = 710. Thus, 3612/612 = 712 is true. 140 x 3 / 102 = 10
Operations Research : Applications and Algorithms
4th Edition
ISBN:9780534380588
Author:Wayne L. Winston
Publisher:Wayne L. Winston
Chapter21: Simulation
Section21.5: Simulations With Continuous Random Variables
Problem 7P
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The statement below is correct in at least one number system (besides base-1). That is, the statement is correct if we assume the numbers are expressed in a base other than 10. It is up to you to find out
2 Which number base makes each statement correct? You need to justify your answer by converting the numbers in each operation to base 10 and showing that the statement is correct. For example, 36/6 = 7 is clearly not correct in base 10 but it is correct in base 12 because 3612 =4210 and 4210/610 = 710. Thus, 3612/612 = 712 is true.
140 x 3 / 102 = 10
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