Which of the following correctly orders the numbers from the smallest (left) to largest (right)? If two numbers are equivalent, their order does not matter. Note: (number) base-X means the "number" is represented in base X. Example: (2.5) base-16 = 2* (16^0) + 5* (16^-1) = (2.3125) based-10 O (1.5) base-16 (1.100) base-2 < (1.4) base-10 O (1.5) base-16 < (1.4) base-10 < (1.100) base-2 O (1.4) base-10 < (1.100) base-2 < (1.5) base-16 O (1.100) base-2 < (1.4) base-10 < (1.5) base-16
Which of the following correctly orders the numbers from the smallest (left) to largest (right)? If two numbers are equivalent, their order does not matter. Note: (number) base-X means the "number" is represented in base X. Example: (2.5) base-16 = 2* (16^0) + 5* (16^-1) = (2.3125) based-10 O (1.5) base-16 (1.100) base-2 < (1.4) base-10 O (1.5) base-16 < (1.4) base-10 < (1.100) base-2 O (1.4) base-10 < (1.100) base-2 < (1.5) base-16 O (1.100) base-2 < (1.4) base-10 < (1.5) base-16
C++ Programming: From Problem Analysis to Program Design
8th Edition
ISBN:9781337102087
Author:D. S. Malik
Publisher:D. S. Malik
Chapter8: Arrays And Strings
Section: Chapter Questions
Problem 21PE
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![Which of the following correctly orders the numbers from the smallest (left) to largest (right)? If two numbers are equivalent, their order does not matter.
Note: (number) base-X means the "number" is represented in base X.
Example: (2.5) base-16 = 2 * (16^0) + 5* (16^-1) = (2.3125) based-10
O (1.5) base-16 < (1.100) base-2 < (1.4) base-10
O (1.5) base-16 < (1.4) base-10 < (1.100) base-2
O (1.4) base-10 < (1.100) base-2 < (1.5) base-16
O (1.100) base-2 < (1.4) base-10 < (1.5) base-16
F2
F3
F4
G
4
LL
ហ
다
F6
F7
F8
F9
No new data to save. Last checked at 11:1-
F10
ㄡˇ
A
F11
7](/v2/_next/image?url=https%3A%2F%2Fcontent.bartleby.com%2Fqna-images%2Fquestion%2Fce6648fc-26ab-4177-80dd-96ed91bd49a1%2F1bf2cbb5-4a44-4aec-8bf4-43f2b1ef5d68%2F2687wnf_processed.jpeg&w=3840&q=75)
Transcribed Image Text:Which of the following correctly orders the numbers from the smallest (left) to largest (right)? If two numbers are equivalent, their order does not matter.
Note: (number) base-X means the "number" is represented in base X.
Example: (2.5) base-16 = 2 * (16^0) + 5* (16^-1) = (2.3125) based-10
O (1.5) base-16 < (1.100) base-2 < (1.4) base-10
O (1.5) base-16 < (1.4) base-10 < (1.100) base-2
O (1.4) base-10 < (1.100) base-2 < (1.5) base-16
O (1.100) base-2 < (1.4) base-10 < (1.5) base-16
F2
F3
F4
G
4
LL
ហ
다
F6
F7
F8
F9
No new data to save. Last checked at 11:1-
F10
ㄡˇ
A
F11
7
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