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The ratio of the number of states served by the interstate with median length to the number of states served by the shortest interstate is equal to 4 to 3.: True
The ratio of the length of the Interstate that serves the fewest states to the length of the Interstate that serves the most states is approximately 1 to 5.: False
The Interstate with the median Interstate Number has a number of states served equal to the mode of the number of states served.: False
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IR Butler 2021 - Practice 2 IR Questions Everyday.
Question # 253, Date : 23-Jul-2021
This question is a part of IR Butler 2021. Click here for Details
Question # 253, Date : 23-Jul-2021
This question is a part of IR Butler 2021. Click here for Details
| Interstate Number | Length (Miles) | States Served | Westernmost State Served | Easternmost State Served |
|---|---|---|---|---|
| I-10 | 2460 | 8 | California | Florida |
| I-20 | 1539 | 6 | Texas | South Carolina |
| I-40 | 2554 | 8 | California | North Carolina |
| I-70 | 2153 | 10 | Utah | Maryland |
| I-80 | 2900 | 11 | California | New Jersey |
| I-90 | 3021 | 13 | Washington | Massachusetts |
| I-94 | 1585 | 7 | Montana | Michigan |
The table gives information about the seven longest Primary Interstate Highways that travel east-to-west in the United States. In addition to length in miles of each Interstate, the table provides the number of states served by the Interstate and the western and eastern terminus of the Interstate.
Each column of the table can be sorted in ascending order by clicking on the word "Select" above the table and choosing, from the drop-down menu, the heading of the column on which you want the table to be sorted.
Consider each of the following statements about the Interstates. For each statement indicate whether the statement is true or false, based on the information provided in the table.
Attachment:
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| True | False | |
| The ratio of the number of states served by the interstate with median length to the number of states served by the shortest interstate is equal to 4 to 3. | ||
| The ratio of the length of the Interstate that serves the fewest states to the length of the Interstate that serves the most states is approximately 1 to 5. | ||
| The Interstate with the median Interstate Number has a number of states served equal to the mode of the number of states served. |
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The ratio of the number of states served by the interstate with median length to the number of states served by the shortest interstate is equal to 4 to 3.: True
The ratio of the length of the Interstate that serves the fewest states to the length of the Interstate that serves the most states is approximately 1 to 5.: False
The Interstate with the median Interstate Number has a number of states served equal to the mode of the number of states served.: False
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30 Sep 2021, 06:55
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Consider each of the following statements about the Interstates. For each statement indicate whether the statement is true or false, based on the information provided in the table.
The ratio of the number of states served by the interstate with median length to the number of states served by the shortest interstate is equal to 4 to 3......True
IS with median length (ISML) is I-10. Number of states served = 8
IS with shortest length \((ISSL)\) is I-20. Number of states served = 6
\(\frac{ISML}{ISSL} = \frac{8}{6} ~~\frac{4}{3}\)
The ratio of the length of the Interstate that serves the fewest states to the length of the Interstate that serves the most states is approximately 1 to 5......False
IS serving fewest states is I-20 (serves 6 states). Length (ISFL) = 1539
IS serving most states is I-90 (serves 13 states). Length (ISML) = 3021
\(\frac{ISFL}{ISML} = \frac{1539}{3021} ~ \frac{1}{2}\)
The Interstate with the median Interstate Number has a number of states served equal to the mode of the number of states served......False
IS with median IS number is I-70. Number of states it serves = 10
Mode of the number of states served = 8
So, True, False, False
The ratio of the number of states served by the interstate with median length to the number of states served by the shortest interstate is equal to 4 to 3......True
IS with median length (ISML) is I-10. Number of states served = 8
IS with shortest length \((ISSL)\) is I-20. Number of states served = 6
\(\frac{ISML}{ISSL} = \frac{8}{6} ~~\frac{4}{3}\)
The ratio of the length of the Interstate that serves the fewest states to the length of the Interstate that serves the most states is approximately 1 to 5......False
IS serving fewest states is I-20 (serves 6 states). Length (ISFL) = 1539
IS serving most states is I-90 (serves 13 states). Length (ISML) = 3021
\(\frac{ISFL}{ISML} = \frac{1539}{3021} ~ \frac{1}{2}\)
The Interstate with the median Interstate Number has a number of states served equal to the mode of the number of states served......False
IS with median IS number is I-70. Number of states it serves = 10
Mode of the number of states served = 8
So, True, False, False
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