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12 Jul 2020, 09:24
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The model with the smallest engine and at least one other model both rank last in the amount of horsepower they produce.: Yes
The lightest model produces the most horsepower per pound of vehicle weight.: No
The model with the lowest dollar-per-horsepower ratio is also the model with the lowest price.: No
Be sure to select an answer first to save it in the Error Log before revealing the correct answer (OA)!
Difficulty:
85%
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Question Stats:
66% (02:55) correct
34%
(02:53)
wrong
based on 1528
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The table gives information for 20 models of sports cars.
For each of the following statements, select Yes if the statement is accurate based on the information provided. Otherwise select No.
Question #2 based on the same table is available here
| Model | Weight (lb) | Engine size (L) | Horsepower (HP) | Price ($) | $/HP ratio |
|---|---|---|---|---|---|
| Biota | 3208 | 6.2 | 430 | 45170 | 105.5 |
| Boris | 3232 | 3.7 | 332 | 40450 | 121.84 |
| Chaffer | 3920 | 5.4 | 540 | 41930 | 77.65 |
| Corbin | 3972 | 5.7 | 368 | 34000 | 92.39 |
| D2 | 3704 | 4 | 420 | 48900 | 116.43 |
| Dasher | 3860 | 6.2 | 426 | 33195 | 77.92 |
| Gazelle | 3524 | 3.5 | 306 | 34050 | 111.27 |
| Gia | 4083 | 6.1 | 425 | 34000 | 80 |
| Granato | 3356 | 4.6 | 300 | 26695 | 88.98 |
| Hawk | 3947 | 5.7 | 376 | 40000 | 106.38 |
| Olsen | 3582 | 3 | 300 | 40800 | 136 |
| Phantom | 4027 | 6.1 | 376 | 40000 | 94.12 |
| PTZ | 3913 | 6.2 | 300 | 33195 | 82.99 |
| Stallion | 3603 | 5 | 425 | 33500 | 81.31 |
| T-400 | 3725 | 6 | 400 | 27170 | 67.93 |
| Tesco | 3466 | 5.7 | 310 | 24120 | 77.81 |
| Titan | 4006 | 4.6 | 368 | 33000 | 89.67 |
| Victor | 3909 | 5 | 500 | 99100 | 198.2 |
| Windsor | 3578 | 3.5 | 306 | 36550 | 119.4 |
| XR3 | 3534 | 4.6 | 315 | 29695 | 94.27 |
For each of the following statements, select Yes if the statement is accurate based on the information provided. Otherwise select No.
Question #2 based on the same table is available here
| Yes | No | |
| The model with the smallest engine and at least one other model both rank last in the amount of horsepower they produce. | ||
| The lightest model produces the most horsepower per pound of vehicle weight. | ||
| The model with the lowest dollar-per-horsepower ratio is also the model with the lowest price. |
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Official Answer
The model with the smallest engine and at least one other model both rank last in the amount of horsepower they produce.: Yes
The lightest model produces the most horsepower per pound of vehicle weight.: No
The model with the lowest dollar-per-horsepower ratio is also the model with the lowest price.: No
22 Jul 2022, 12:12
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faat99
crux is the last Q.
Use 310/5.7 as reference = 54.xx To get a lower HP per L, we either need lower HP, or larger L or both. My approach is:
1) filter the table by HP, you see only four cars fewer HP than 310. all of them have materially lower Engine size, with a quick math 300/4.6 also larger than 54.
2) filter by engine Size, you see a range of car at the bottom more than 5.7L, amongst which the smallest HP and biggest L is 400/6.2 = obviously 60 -> confirm Tesco has the lowest ratio.
Use 310/5.7 as reference = 54.xx To get a lower HP per L, we either need lower HP, or larger L or both. My approach is:
1) filter the table by HP, you see only four cars fewer HP than 310. all of them have materially lower Engine size, with a quick math 300/4.6 also larger than 54.
2) filter by engine Size, you see a range of car at the bottom more than 5.7L, amongst which the smallest HP and biggest L is 400/6.2 = obviously 60 -> confirm Tesco has the lowest ratio.
Tesco has the least price, but PTZ has a lower ratio.
I think OA is wrong.
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General Discussion
yashikaaggarwal
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12 Jul 2020, 09:46
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Statement 1: The model with the smallest engine and at least one other model both rank last in the amount of horsepower they produce.
Explanation: Olsen Model have the smallest engine size of 3 as well as the least amount of horsepower is produced by Olsen as well as PTZ and Granato. So first statement is true.
Statement 2: The lightest model produces the most horsepower per pound of vehicle weight.
Explanation: Biota is the lightest weight model which produces less horsepower per pound of vehicle weight at least 2 other models, hence the statement is False.
Statement 3: The model with the lowest dollar-per-horsepower ratio is also the model with the lowest price.
Explanation: T-400 model has the lowest dollar-per-horsepower ratio, while the model with the lowest price is Tesco, Hence the statement is False.
Explanation: Olsen Model have the smallest engine size of 3 as well as the least amount of horsepower is produced by Olsen as well as PTZ and Granato. So first statement is true.
Statement 2: The lightest model produces the most horsepower per pound of vehicle weight.
Explanation: Biota is the lightest weight model which produces less horsepower per pound of vehicle weight at least 2 other models, hence the statement is False.
Statement 3: The model with the lowest dollar-per-horsepower ratio is also the model with the lowest price.
Explanation: T-400 model has the lowest dollar-per-horsepower ratio, while the model with the lowest price is Tesco, Hence the statement is False.
