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Q3:


Answer D is correct because it describes a scenario where the building is in the eyewall of a hurricane when flight-level winds reach 200 miles per hour. According to the passage, near the eyewall, winds on top of a thirty-story building average about twenty miles per hour stronger than at ground level. This means that if flight-level winds reach 200 miles per hour, the winds on top of the thirty-story building would be even stronger, potentially exceeding the threshold of 200 miles per hour required to shatter the windows.

Answer A is not the best choice because it describes a scenario where the building is in the outer reaches of a hurricane when surface-level winds reach 180 miles per hour. However, the passage states that in the outer reaches, wind maximums are typically found at higher elevations, so the wind speed at the top of the thirty-story building may not necessarily reach 200 miles per hour, the threshold for window breakage.

In summary, answer D is more likely to result in window breakage because it describes a scenario where the building is in the eyewall of a hurricane with stronger flight-level winds, which would translate to even stronger winds at the top of the building.

Q1

Let's break down each option and why they are incorrect:

A. The passage does not explicitly state that circulation weakens at the eyewall before weakening in the outer reaches. In fact, it mentions that near the eyewall, the strongest winds are usually found at around 1,600 feet, which suggests that the circulation might weaken at different rates in different parts of the hurricane.

B. While the passage does mention that wind maximums are typically found at higher elevations in the outer reaches of a hurricane, it does not explicitly state that this is above the usual flight level of reconnaissance aircraft. Also, this option doesn't address the comparison between flight level and surface level winds, which is the main focus of the passage.

C. The passage states that near the eyewall, winds on top of a thirty-story building average about twenty miles per hour stronger than at ground level, suggesting that circulation is not typically the same from flight level down to surface level. Additionally, the passage mentions that the strongest winds near the eyewall are typically found at around 1,600 feet, not at surface level.

D. This is the correct answer because the passage mentions that in Hurricane Mitch, the circulation at flight levels was decreasing but had yet to decrease at surface levels. This indicates that circulation is usually faster at flight level than it is at surface level after a storm has begun to weaken.

E. The passage does not directly address whether circulation will increase or not based on sea-surface temperatures. It mainly focuses on the difference in wind speeds at different elevations within a hurricane and how that affects forecasting.

So, option D is correct because it directly addresses the situation described in the passage, where circulation at flight levels was decreasing but had yet to decrease at surface levels in Hurricane Mitch.

Note : credit to chat gpt
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Can any expert suggest here why option B in Q3 is wrong ?
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Q3 can be answered by referring to the below lines in the passage:
Quote:
Given the collective dropwindsonde data, forecasters typically estimate eyewall surface-level winds at about 90 percent of flight-level winds,
 
 
Quote:
The data also show that, near the eyewall, winds on top of a thirty-story building average about twenty miles per hour stronger than at ground level.
Choice D: Flight level speed = 200 mph, thus surface level speed at eye wall = 90% of 200 = 180 mph. Finally, speed at top of the building = 180 + 20 = 200 mph. Thus windows will break.

The other choices lead to lesser speeds or there is not enough info in the choices to arrive at a conclusive speed value wrt to the problem.­
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anish777
Can any expert suggest here why option B in Q3 is wrong ?
The scenario in (B) involves the outer reaches of a hurricane, where surface-level winds are about 78% of flight-level winds. So, if flight-level winds are 200 mph, surface-level winds would be around 156 mph, which is below the threshold for window shattering. Hence (B) is incorrect.
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KarishmaB MartyMurray AjiteshArun

This was a very confusing one for me. Below two parts of the passage seem contradictory to each other. How are they related?

Line 8-11 says: ''Near the eyewall—the ring of towering thunderstorms surrounding a hurricane's eye—the strongest winds are usually found at around 1,600 feet, about 20 percent stronger than at flight level.''

Line 16-19 says: ''Given the collective dropwindsonde data, forecasters typically estimate eyewall surface-level winds at about 90 percent of flight-level winds, with surface-level winds in the outer reaches at about 78 percent.''


I got only 1 correct(the primary purpose question).
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MartyMurray Could you please help with this question 3?
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Helped arrive at the conclusion for why B is correct for Q1.

ChatGPT's help –
General Wind Speed Ratios (Normal Circumstances):

Near the eyewall: Surface-level winds are about 90% of flight-level winds.
Outer reaches: Surface-level winds are about 78% of flight-level winds.
Implication: Flight-level winds are generally faster than surface-level winds.
Hurricane Mitch as an Exception:

For Hurricane Mitch, surface-level winds were stronger than flight-level winds.
The text attributes this to Mitch weakening from the top down, an unusual phenomenon.
Implication: This exception suggests that flight-level winds are not always stronger when a storm weakens—certain factors like convective intensity can alter the usual pattern.
Which means that the general trend is that flight level winds are faster when the storm begins to weaken
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Please provide OE for Q1.
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Quote:
3. Suppose that the windows on the top floor of a thirty-story building will shatter in 200 mile-per- hour winds. Under which of the following circumstances does the passage suggest that the windows would be most likely to break?

A. The building is in the outer reaches of a hurricane when surface-level winds reach 180 miles per hour.
B. The building is in the outer reaches of a hurricane when flight-level winds reach 200 miles per hour.
C. The building is in the eyewall of a hurricane when surface-level winds reach 150 miles per hour.
D. The building is in the eyewall of a hurricane when flight-level winds reach 200 miles per hour.
E. The building is in the eyewall of a hurricane when winds at 1,600 feet reach 200 miles per hour.
A. Building is in outer reaches when surface level winds reach 180.

From the passage, let's find out about outer area speed and what's it relation at various heights.

Quote:
estimate eyewall surface-level winds at about 90 percent of flight-level winds, with surface-level winds in the outer reaches at about 78 percent.
So, outer area speeds at surface level it is approximately 80% of speeds at flight level which is 10000 feet.
At 10000 feet outer area speeds would be around 180/0.8 = 225.
So, in the outer area, wind speeds vary from 225 at 10000 feet to 180 at surface level. So, outer speed should be 200 at around 5000 feet (midway between flight and surface level). Building with 30 floors (basic world knowledge can be used to estimate that per story height can be around 10-15 feet, so 30 story < 500 feet) is much closer to the surface than 10000 feet. So, building should not be hit with 200 speed outer winds. Most likely reject, but keep in mind in case we don't get a better answer, this might be the one we will pick as the building at least falls in the 180-225 speed range.

B. Outer area speed is 200 at flight level.
Using same information as above we can see that the wind speed is going to be lesser than 200 at the building and surface level. Not enough to break windows.

C. Eyewall speed at surface is 150.
Using same information as in option A, we can figure out that at flight level, eyewall speeds are approximately 150/0.9 = 167.
But the passage tells us another information about eyewall speeds:
Quote:
Near the eyewall the strongest winds are usually found at around 1,600 feet, about 20 percent stronger than at flight level.
So, at 1600 feet, eyewall is strongest = 167 + 20% = 200.
But if it's maximum is 200 at 1600 feet (height of a 30-story building < 500 feet) and at surface it is 150, then at 30 story level it will be lesser than 200 - not enough to break windows.

D. Eyewall speed is 200 at flight level.
Max is at 1600 feet = 200 + 20% = 240, at surface it is 200 * 0.9 = 180.
If building is around 500 feet, then building's height is around 1/3rd of 1600 feet. Wind loses speed of 60 between 1600 to 0 feet, so at 1/3rd height, it will lose 2/3rd speed i.e. 40. So, at around 1/3rd height, speed of wind = 240 - 40 = 200. Enough to break windows - should be our answer.

E. Eyewall speed is 200 at 1600 feet. This is the max speed. At building level or surface level, the eyewall speed will be much lesser. Not enough.

Between A and D, D has a range of 240 to 180 at 1600 feet to surface respectively, while A has a range of 225 to 180 at 10000 feet to surface respectively.
D is more likely to have winds at around 200 or more at 500 feet height. Maybe drawing it out will help visualise it better - 4 height levels (10000, 1600, 500, and 0) and speeds marked for various scenarios.

Answer D.
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1.D

[Wind is usually faster at flight level than it is at surface level] [BEFORE a storm has begun to weaken].

Forecasters typically estimate eyewall surface-level winds at about 90 percent of flight-level winds, with surface-level winds in the outer reaches at about 78 percent.
So wind is usually faster at flight level than it is at surface level.

Mitch appeared to be weakening from the top down.
So it should be BEFORE a storm has begun to weaken. After the storm has begun to weaken, the wind at flight level is slower than wind at surface level.


3.

Near eyewall wind speed:
10k feet (flight level): x
1.6k feet: 1.2x
0.3k feet - 0.45k feet (30 floor): 0.9x + 20
0 feet (surface level): 0.9x

In the outer reaches:
10k feet (flight level): y
0 feet (surface level): 0.78y

So:
A. unknown
B. unknown
C. 20 + 150 = 170
D. 200 * 0.9 + 20 = 200
E. 200 / 1.2 * 0.9 + 20 = 170
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