IELTS reading · Cambridge 19 · Academic Reading Test 2

An inquiry into the existence of the gifted child

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Section 3

Reading Passage 3

An inquiry into the existence of the gifted child

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An inquiry into the existence of the gifted child Let us start by looking at a modern ‘genius’, Maryam Mirzakhani, who died at the early age of 40. She was the only woman to win the Fields Medal the mathematical equivalent of a Nobel prize. It would be easy to assume that someone as special as Mirzakhani must have been one of those ‘gifted’ children, those who have an extraordinary ability in a specific sphere of activity or knowledge. But look closer and a different story emerges. Mirzakhani was born in Tehran, Iran. She went to a highly selective girls’ school but maths wasn’t her interest – reading was. She loved novels and would read anything she could lay her hands on. As for maths, she did rather poorly at it for the first couple of years in her middle school, but became interested when her elder brother told her about what he’d learned. He shared a famous maths problem from a magazine that fascinated her and she was hooked. In adult life it is clear that she was curious, excited by what she did and also resolute in the face of setbacks. One of her comments sums it up. ‘Of course, the most rewarding part is the “Alia” moment, the excitement of discovery and enjoyment of understanding something new … But most of the time, doing mathematics for me is like being on a long hike with no trail and no end in sight.’ That trail took her to the heights of original research into mathematics. Is her background unusual? Apparently not. Most Nobel prize winners were unexceptional in childhood. Einstein was slow to talk as a baby. He failed the general part of the entry test to…

Questions 27–32

Complete the summary using the list of phrases, A-K, below. Maryam Mirzakhani Maryam Mirzakhani is regarded as {27} in the field of mathematics because she was the only female holder of the prestigious Fields Medal – a record that she retained at the time of her death. However, maths held little {28} for her as a child and in fact her performance was below average until she was {29} by a difficult puzzle that one of her siblings showed her. Later, as a professional mathematician, she had an inquiring mind and proved herself to be {30} when things did not go smoothly. She said she got the greatest {31} from making ground-breaking discoveries and in fact she was responsible for some extremely {32} mathematical studies.

27.

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Answers & explanations

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14 answers0 explanations open
  1. 27

    H

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  2. 28

    A

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  3. 29

    C

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  4. 30

    B

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  5. 31

    J

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  6. 32

    I

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  7. 33

    YES

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  8. 34

    NOT GIVEN

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  9. 35

    YES

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  10. 36

    NOT GIVEN

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  11. 37

    NO

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  12. 38

    C

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  13. 39

    B

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  14. 40

    D

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