96- What do we understand about Ludwig Zamenhof? - He was hopeful that his invention would become successful one day.
- He had difficulty communicating with people when he was growing up.
- He spoke to eight million people in Esperanto.
- He worked at an official radio station.
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Passage 2:Weather describes conditions, such as rain, wind, and sunshine, that occur during a short period of time in a particular place; climate is the overall pattern of weather in a region. From one moment to the next the weather can change. A warm, sunny day can be overtaken by a violent storm. Dark clouds form, high winds blow, and rain lashes the ground, yet it may be only a few minutes before the sunny weather returns. However, in some parts of the world, such as in parts of the tropics, the weather
barely changes for months at a time. There it is always hot and heavy rains fall. Meteorologists are scientists who measure and forecast the weather. They do this by studying clouds, winds, and the temperature and pressure of Earth's atmosphere. But despite the use of satellites, computers, and other technology in weather forecasting, weather remains a force of nature that is hard to predict. Several thousand weather stations on land, ships, and aircraft measure weather conditions around the world. The stations contain instruments that record temperature, rainfall, the speed and direction of wind, air pressure, and humidity (the amount of water vapor in the air). Balloons called radiosondes carry instruments to take measurements high in the air. Weather satellites in space send back pictures of the clouds.
- [97-] Which of the following is TRUE about the difference between weather and climate?
- [1)] Weather refers to predictable atmospheric conditions.
- [2)] Climate refers to conditions such as rain and wind.
- [3)] Weather is a fixed climatic pattern in a region.
- [4)] Climate refers to a more constant condition.
- [98-] According to the passage, which of the following do meteorologists NOT do when forecasting weather?
- [1)] They study clouds.
- [2)] They study winds.
- [3)] They go high in the air in special balloons.
- [4)] They examine the pressure of Earth's atmosphere.
- [99-] What does the word ``barely'' in line 6 mean?
1) Never 2) Often 3) Seldom 4) Occasionally
- [100-] Which of the following is NOT true?
- [1)] Weather stations are not built on land only.
- [2)] Weather stations contain highly advanced equipment.
- [3)] Radiosondes are balloons that take certain tools high in the air.
- [4)] Computers and satellites make it possible to predict weather without any difficulty.
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Nationwide University Entrance Exam --- Year 1394Name: Booklet No. 2 Family Name: Candidate Number:
Islamic Republic of Iran Ministry of Science, Research and Technology National Organization for Educational Testing
{\Large Nationwide University Entrance Exam --- Year 1394}
| Date: Thursday, 21/3/1394 | Specialized Exam |
| Mathematics and Technical Sciences Group |
Number of Questions: 125 Time Allowed: 175 minutes
Subject, number of questions, question range, and time for the specialized exam of the Mathematics and Technical Sciences group:
| No. | Subject | No. of Questions | Question Range | Time (minutes) |
| | | From | To |
| 1 | Mathematics | 55 | 101 | 155 | 85 minutes |
| 2 | Physics | 45 | 156 | 200 | 55 minutes |
| 3 | Chemistry | 25 | 201 | 225 | 25 minutes |
%% Page 20 Mathematics 120-C Page 2
1-1. The terms of the sequence $\ldots, 2/39999, 2/3999, 2/399, 2/39, 2$ approach a fixed number very closely. What is the tenth term of the difference sequence of these fixed numbers?
| (1) $10^{-11}$ | | (2) $10^{-10}$ | |
| (3) $10^{-9}$ | | (4) $2\times10^{-10}$ | |
1-2. The function $f(x) = \log_2(ax + b)$ is defined only for $x \in \left(-\dfrac{1}{2}, +\infty\right)$ and is meaningful. If $f(4) = 2$, then what is $f\!\left(-\dfrac{1}{9}\right)$?
| (1) $-2$ | (2) $-1$ | (3) $\dfrac{1}{2}$ | (4) $1$ |
1-3. A triangle has two sides of lengths 16 and 9 units, and its area equals $24\sqrt{5}$ square units. What is the largest side of this triangle?
| (1) $21$ | (2) $22$ | (3) $23$ | (4) $24$ |
1-4. Using the digits $1, 2, 3, \ldots, 9$, in how many ways can a five-digit number be formed such that the second digit from the right is even?
| (1) $6400$ | (2) $7200$ | (3) $8400$ | (4) $9600$ |
1-5. The number of terms of a geometric sequence is even. If the sum of all even-numbered terms equals 3 times the sum of all odd-numbered terms, what is the common ratio?
| (1) $\dfrac{1}{3}$ | (2) $\dfrac{1}{2}$ | (3) $2$ | (4) $3$ |
1-6. For how many values of $a$, the function $f(x) = x^4 + ax^2 - 8x + 2$ is divisible by $x + 2$, and the smallest root of $f(x) = 0$ is which of the following?
| (1) $1 - \sqrt{7}$ | (2) $1 - \sqrt{5}$ |
| (3) $-1 - \sqrt{7}$ | (4) $-1 - \sqrt{5}$ |
1-7. What is the product of the real roots of the equation $\sqrt{x^2 + 4x + 5} = x^2 + 4x + 3$?
| (1) $-2$ | (2) $1$ |
| (3) $2$ | (4) $4$ |
1-8. The graph of the function $y = |2x - 6| - |x + 4| + x$ is strictly decreasing on an interval. What is the rule of its inverse function on that interval?
| (1) $-x + 6;\ x < -4$ | (2) $-x + 5;\ x > 2$ |
| (3) $-\dfrac{1}{2}x + 1;\ -4 < x < 2$ | (4) $-\dfrac{1}{2}x + 1;\ -4 < x < 10$ |
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