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12 Nov 2024, 03:53
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A - C: 25
C - B: 34
The shortest distance between two towns A and B is 56 km. During peak hours, many commuters take an alternative route from A to B via town C, where the distance from town A to town C is shorter than the distance from town C to town B.
Select for A - C a value for the distance between town A and town C, and select for C - B a value for the distance between town C and town B that are jointly consistent with the given information. Make only two selections, one in each column.
Select for A - C a value for the distance between town A and town C, and select for C - B a value for the distance between town C and town B that are jointly consistent with the given information. Make only two selections, one in each column.
| A - C | C - B | |
| 10 | ||
| 16 | ||
| 21 | ||
| 25 | ||
| 34 |
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Official Answer
A - C: 25
C - B: 34
12 Nov 2024, 03:53
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Official Solution:
The total distance from A to C and then to B must exceed the shortest distance of 56 km, with the distance from A to C being less than the distance from C to B. The only pair of values that satisfy these conditions is 25 km for A - C and 34 km for C - B.
Correct answer:
A - C "25"
C - B "34"
Bunuel
The total distance from A to C and then to B must exceed the shortest distance of 56 km, with the distance from A to C being less than the distance from C to B. The only pair of values that satisfy these conditions is 25 km for A - C and 34 km for C - B.
Correct answer:
A - C "25"
C - B "34"
21 Jan 2025, 03:09
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I have revised the question, solution, and formatting by adding more details to enhance clarity.
