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What Is Dyscalculia? - IELTS Reading Answers & Explanations

From Collins Practice Tests For IELTS 1 Academic Reading Test 2 · Part 2 · Questions 13–29

Reading Passage

You should spend about 20 minutes on Questions 13-29, which are based on Reading Passage 2 below.

What is dyscalculia?

When you look at the morning newspaper or check a news webpage, numbers are everywhere: the date is 12th September; it's 16°C in London; England lose 2-1 at football; the time is 12.30. But for people with dyscalculia, dealing with numbers presents a particular everyday difficulty. Dyscalculia is a learning difficulty in mathematics. It was originally uncovered by Kosc - a Czech researcher - after research into damage to parts of the brain involved in mathematical cognition. Dyscalculia can have two causes: brain damage or 'acquired dyscalculia' and developmental dyscalculia - or dyscalculia from birth. Whichever the cause, dyscalculia has three features: problems with mathematics; problems with mathematics only, not other areas of learning; and the assumption that these problems are rooted in brain activity.

Unlike dyslexia - difficulties with words - dyscalculia has been relatively little studied until recently. Very little is known about its causes, prevalence or how to treat it. Estimates indicate that between 3% and 6% of the population could be affected. The figures refer to children who only have difficulties with maths but have good or excellent performance in other areas of learning. People with dyscalculia have difficulty with the most basic aspects of numbers and mathematics, but this does not mean that the person affected has difficulty with higher mathematical reasoning or arithmetic. In fact, the evidence from brain-damaged dyscalculic people shows that an individual might suffer dyscalculia but can even show great ability in abstract mathematical reasoning.

Dyscalculia appears to be related to an ability shared between humans and many other animals. This is called 'subitizing' and is the capacity to count the number of objects by briefly looking at them. Subitizing seems to be an innate skill present in humans from birth and is a useful survival skill for humans and animals: there is a big advantage in being able to count how many predators or prey there are. Experiments with babies show that we are able to count at a very early age: if a baby sees a doll put behind a screen then another doll is also put behind the screen, the baby expects to see two dolls when the screen is removed. Babies will look longer at things they didn't expect to see, so if the screen is removed and the baby sees only one doll or three dolls, they stare at this unexpected sight longer, proving our ability to count from infancy. Dyscalculia could be explained by the lack of this innate capability. Genetic causes could include known genetic disorders such as Fragile X syndrome. However, as well as genetic factors, there could also be environmental causes such as drinking alcohol during pregnancy, which can result in underdevelopment of the brain.

There are many signs of dyscalculia including some well established and some less well researched. There are a number of symptoms that we are relatively certain of. Firstly, counting: whilst discalculic children can learn the sequence of numbers - 1, 2, 3, 4, 5, etc - they have difficulty counting backwards or forwards, particularly in twos or threes. Secondly, they find learning and remembering number facts difficult and often lack confidence even when they have the right answer. They can't use rules correctly either; for instance they may know that 4 + 2 = 6 but not be able to see that 2 + 4 = 6 or understand the concept of addition. Thirdly, they have problems with numbers with zeros and don't understand that the numerals 10, 100 and 1,000 are the same as the words ten, one hundred and one thousand. Fourthly, dyscalculic children may not be good at using money or telling the time. Concepts of speed or temperature may be difficult for them to fully understand. Finally, they may have problems in understanding directions or in following a map.

Diagnosing and treating dyscalculia is not straightforward as there are many reasons for being bad at maths including poor teaching, lack of motivation and inability to concentrate for long periods of time. An important result of present research will be to improve our methods for identifying children with dyscalculia. The treatment of the problem, however, is a different matter. Many people think that, because the cause of dyscalculia is in the brain, it can't be treated. But this is a misunderstanding. Every time we learn a new fact or skill, our brain changes. Furthermore, if we practise a new skill extensively the brain changes considerably. This is related to a property of the brain called 'plasticity', which simply means the ability of the brain to develop and change, particularly during childhood. Dyscalculia could be treated by experiences at home, providing an environment that encourages children to count. Schools could pay more attention to making sure children understand basic mathematical concepts before dealing with more advanced ideas; they should, for example, avoid teaching the division of fractions before ensuring children have understood the concept of division. Teaching maths through a multi-sensory approach using speech, sound, writing and reading simultaneously has been shown to be a good approach. Finally, maths should be taught in short blocks of time and lessons should build on what was taught previously.

Questions

Questions 13–16 Sentence Completion

Complete the sentences below.

Write NO MORE THAN TWO WORDS from the passage for each answer.

  • A person with dyscalculia cannot solve basic 13 problems.
  • The condition was first discovered by a researcher investigating 14 to the brain.
  • Dyscalculia can be caused by injury to the brain or it can be present 15.
  • Other aspects of 16 are not affected by dyscalculia.

Questions 17–22 True / False / Not Given

Do the following statements agree with the information given in Reading Passage 2?

Write

TRUE if the statement agrees with the information

FALSE if the statement contradicts the information

NOT GIVEN if there is no information on this

17 There is not much information on how many people have dyscalculia.
18 People with dyscalculia are not able to do advanced maths.
19 Subsitizing means knowing how many things there are by counting them.
20 Experiments show that babies are able to count to four.
21 One explanation is that people with dyscalculia have not inherited a common ability.
22 Drinking alcohol may be linked to the development of dyscalculia.

Questions 23–29 Matching Features

Classify the following as typical of

Write the correct letter, A, B, C or D, next to Questions 23-29.

A. reasons for being bad at maths

B. plasticity

C. dyscalculia

D. the treatment of dyscalculia

23 limiting maths teaching to short periods
24 being unmotivated to learn
25 the brain developing, especially when young
26 not associating words about figures with numbers
27 needing practice at telling the time
28 using all the senses when doing maths
29 poor concentration for longer lengths of time

Answers & Explanations Summary

# Answer Evidence Explanation
Q13 mathematical Schools could pay more attention to making sure children understand basic mathematical concepts before dealing with more advanced ideas Excerpt/Passage Explanation:
The passage explains that schools need to ensure students grasp simple math ideas first, highlighting that children with this condition struggle with fundamental math (mathematical) topics.
Answer Explanation:
The answer "mathematical" means relating to math or the study of numbers and calculations.
Reason For Correctness:
The correct answer is "mathematical" because the text identifies dyscalculia as a learning problem that specifically affects a person's ability to do math. While they might be good at other subjects, they struggle with the simplest parts of arithmetic. The passage mentions "basic mathematical concepts" as the foundation that these students often find difficult to grasp before moving on to harder topics.
Q14 damage It was originally uncovered by Kosc - a Czech researcher - after research into damage to parts of the brain involved in mathematical cognition Excerpt/Passage Explanation:
The passage explains that a researcher named Kosc first found the condition while studying what happened when parts of the brain were hurt or broken.
Answer Explanation:
The answer 'damage' means that something was hurt or broken in a part of the body, which in this case is the brain.
Reason For Correctness:
The correct answer is 'damage' because the text explains that the condition (dyscalculia) was first found by a researcher named Kosc. He discovered it while he was studying what happens when parts of the brain are hurt. In the passage, 'uncovered' is used as a synonym for 'discovered', and 'research into' is used instead of 'investigating'.
Q15 from birth Dyscalculia can have two causes: brain damage or 'acquired dyscalculia' and developmental dyscalculia - or dyscalculia from birth Excerpt/Passage Explanation:
The passage states that there are two causes for this condition: one is an injury to the brain, and the other is being born with it.
Answer Explanation:
The answer means that some people have this learning difficulty starting from the moment they are born.
Reason For Correctness:
The correct answer is found in the first paragraph, which explains that there are two ways a person can have dyscalculia. One way is through 'brain damage' (an injury to the brain), and the second way is 'developmental,' which the text defines as being 'from birth.'
Q16 learning Whichever the cause, dyscalculia has three features: problems with mathematics; problems with mathematics only, not other areas of learning; and the assumption that these problems are rooted in brain activity Excerpt/Passage Explanation:
The passage lists the three main parts of dyscalculia. It specifically notes that the problem is only with math and does not include "other areas of learning."
Answer Explanation:
The answer "learning" refers to the different subjects or skills a person studies. It means that while a person with dyscalculia struggles with math, they can still do well in other areas of school or education.
Reason For Correctness:
The correct answer is "learning" because the passage describes dyscalculia as a very specific difficulty. It highlights that this condition only impacts a person's ability to work with numbers. To show this point, the text mentions that people with this condition do not have issues in "other areas of learning," meaning their brain works normally for things like reading, writing, or art.
Q17 TRUE Very little is known about its causes, prevalence or how to treat it Excerpt/Passage Explanation:
The passage says that there is a lack of knowledge regarding why it happens (causes), how common it is (prevalence), or how to fix it (treat it).
Answer Explanation:
The answer is TRUE, meaning that the statement correctly reflects the information provided in the reading passage.
Reason For Correctness:
The correct answer is TRUE because the passage explicitly states that we don't know much about the 'prevalence' of dyscalculia yet. Prevalence refers to how common a condition is or how many people have it. The text mentions that until recently, there has been little study on the topic, and we only have rough estimates (between 3% and 6%) rather than detailed, definitive info.
Q18 FALSE In fact, the evidence from brain-damaged dyscalculic people shows that an individual might suffer dyscalculia but can even show great ability in abstract mathematical reasoning Excerpt/Passage Explanation:
The passage states that some people with this learning difficulty are still very talented at understanding complex and difficult mathematical ideas.
Answer Explanation:
The answer is FALSE because the statement is incorrect. People with dyscalculia can often do high-level or difficult math.
Reason For Correctness:
The correct answer is FALSE because the passage explains that having dyscalculia does not stop someone from being good at complex math. While they find simple things like basic numbers and counting hard, they can still show 'great ability' in 'abstract mathematical reasoning,' which refers to advanced math concepts.
Q19 FALSE This is called 'subitizing' and is the capacity to count the number of objects by briefly looking at them Excerpt/Passage Explanation:
The passage defines subitizing as the ability to identify how many things are present just by looking at them for a very short time.
Answer Explanation:
The answer is FALSE because subitizing is the ability to know the number of objects instantly by sight, rather than using the slow process of counting them one by one.
Reason For Correctness:
The correct answer is FALSE because the passage explains that subitizing is a way to determine a quantity simply by "briefly looking" at objects. In general English and in the context of mathematics, "counting" refers to a step-by-step process (1, 2, 3...). Since subitizing happens almost instantly through sight, it is the opposite of the traditional, slower method of counting. Therefore, saying subitizing is the same as "counting them" is incorrect according to the passage. Pay attention to the keywords "briefly looking," which suggests an immediate realization of a number without the need for a sequence.
Q20 NOT GIVEN Experiments with babies show that we are able to count at a very early age: if a baby sees a doll put behind a screen then another doll is also put behind the screen, the baby expects to see two dolls when the screen is removed. Babies will look longer at things they didn't expect to see, so if the screen is removed and the baby sees only one doll or three dolls, they stare at this unexpected sight longer, proving our ability to count from infancy Excerpt/Passage Explanation:
The passage describes an experiment that proves babies can count because they notice when the number of dolls changes from two to one or three. However, the text never mentions the number four, so we do not have enough information to say if they can count that high.
Answer Explanation:
The answer is NOT GIVEN because the article does not say whether babies can count to the number four.
Reason For Correctness:
The correct answer is NOT GIVEN because while the text explains that babies have the ability to count from a very young age, it only uses the numbers one, two, and three as examples in the experiment. It never mentions the number "four" or tells us the limit of how high a baby can count. Keywords to notice are "count" and "babies," which help you find the right section, but the specific information about the number "four" is missing.
Q21 TRUE Dyscalculia appears to be related to an ability shared between humans and many other animals. This is called 'subitizing' and is the capacity to count the number of objects by briefly looking at them. Subitizing seems to be an innate skill present in humans from birth and is a useful survival skill for humans and animals: there is a big advantage in being able to count how many predators or prey there are
Dyscalculia could be explained by the lack of this innate capability
Excerpt/Passage Explanation:
The passage says that there is a skill called subitizing that humans and many animals share. It is a natural skill they have from the time they are born. One possible reason for dyscalculia is that a person does not have this natural skill.
Answer Explanation:
The answer is TRUE because the text says dyscalculia might be caused by not having a natural counting skill that almost all people and animals are born with.
Reason For Correctness:
The correct answer is TRUE because the passage describes an ability (subitizing) that is "shared between humans and many other animals," which makes it a common ability. The text specifically calls this an "innate skill present in humans from birth," which is a synonym for an inherited ability. It then explicitly states that dyscalculia "could be explained by the lack of this innate capability," which matches the statement that people with dyscalculia have not inherited this common skill.
Q22 TRUE However, as well as genetic factors, there could also be environmental causes such as drinking alcohol during pregnancy, which can result in underdevelopment of the brain Excerpt/Passage Explanation:
The passage explains that besides things we are born with, things in our environment, like a mother drinking alcohol when she is pregnant, can stop the brain from growing the right way.
Answer Explanation:
The answer confirms that there is a connection between drinking alcohol and the chance of having dyscalculia.
Reason For Correctness:
The correct answer is TRUE because the passage mentions that 'environmental causes' like drinking alcohol while pregnant can lead to the brain not growing correctly, which can cause dyscalculia. The word 'causes' shows that there is a direct link between the two.
Q23 D Finally, maths should be taught in short blocks of time and lessons should build on what was taught previously Excerpt/Passage Explanation:
The passage suggests that math should be taught in small amounts of time and that new lessons should connect to old ones.
Answer Explanation:
The answer 'D' means that keeping math lessons short is a specific way to help or treat students who have dyscalculia.
Reason For Correctness:
The correct answer is 'D' because the final paragraph of the text discusses ways to treat dyscalculia. After mentioning that the brain can change through practice, the author lists specific methods for schools to use. One of these suggestions is that 'maths should be taught in short blocks of time,' which matches the idea of limiting lessons to short periods. Keywords to notice include 'treatment' and 'short blocks of time'.
Q24 A Diagnosing and treating dyscalculia is not straightforward as there are many reasons for being bad at maths including poor teaching, lack of motivation and inability to concentrate for long periods of time Excerpt/Passage Explanation:
The passage states that it is not easy to tell if someone has dyscalculia because there are several other reasons why a person might be bad at math, such as a lack of desire to learn or bad teaching.
Answer Explanation:
The answer identifies 'being unmotivated to learn' as one of the many reasons why someone might struggle with mathematics.
Reason For Correctness:
The correct answer is A because the passage explains that diagnosing dyscalculia is difficult because there are other common factors that make people bad at math. It specifically mentions 'lack of motivation' as one of these factors. 'Being unmotivated' is a synonym for 'lack of motivation.'
Q25 B This is related to a property of the brain called 'plasticity', which simply means the ability of the brain to develop and change, particularly during childhood Excerpt/Passage Explanation:
The passage explains that 'plasticity' is the term for the brain's power to grow and shift, especially during the years when a person is a child.
Answer Explanation:
The answer is 'plasticity,' which refers to the way the brain grows and changes while a person is young.
Reason For Correctness:
The correct answer is B because the passage defines 'plasticity' as the brain's ability to develop and change, particularly during childhood. The question asks about 'the brain developing, especially when young,' which matches the definition of 'plasticity' provided in the text. Key phrases to notice are 'develop and change,' which means 'developing,' and 'childhood,' which means 'when young.'
Q26 C Thirdly, they have problems with numbers with zeros and don't understand that the numerals 10, 100 and 1,000 are the same as the words ten, one hundred and one thousand Excerpt/Passage Explanation:
The passage explains that people with dyscalculia do not realize that symbols like '10' represent the exact same thing as the written words 'ten'.
Answer Explanation:
The answer is category C, 'dyscalculia', because struggling to connect written number words with their numerical symbols is a common sign of this condition.
Reason For Correctness:
The correct answer is 'C' because the passage explicitly lists the inability to recognize that number words (like 'ten') and number digits (like '10') are the same thing as one of the signs of dyscalculia. This falls under the symptoms of the condition rather than reasons for being bad at maths, the brain's plasticity, or specific treatments. The author uses the word 'numerals' as a synonym for numbers in figures.
Q27 C Fourthly, dyscalculic children may not be good at using money or telling the time Excerpt/Passage Explanation:
The passage says that children with dyscalculia might have a hard time using money and reading a clock to know what time it is.
Answer Explanation:
The answer means that having trouble with telling the time is a sign or a symptom of dyscalculia.
Reason For Correctness:
The correct answer is C because the text describes various signs of dyscalculia. In the list of symptoms, the passage explains that children with this condition often struggle with tasks like using money or telling the time. Because it is a common difficulty for them, it is a characteristic of dyscalculia.
Q28 D Teaching maths through a multi-sensory approach using speech, sound, writing and reading simultaneously has been shown to be a good approach Excerpt/Passage Explanation:
The passage explains that a great way to help children learn math is to use many senses at once, including talking, hearing, writing, and reading.
Answer Explanation:
The answer D means that using more than one sense (like looking, listening, and speaking) at the same time is a way to help people who have this math learning difficulty.
Reason For Correctness:
The correct answer is D because the text mentions a "multi-sensory approach" as a good way to help fix the problem. This means using several senses together, such as hearing sounds and seeing writing, which is part of the "treatment" or way to improve the condition mentioned in the final paragraph.
Q29 A Diagnosing and treating dyscalculia is not straightforward as there are many reasons for being bad at maths including poor teaching, lack of motivation and inability to concentrate for long periods of time Excerpt/Passage Explanation:
The passage explains that being bad at math can happen for many reasons, including not being able to focus (concentrate) for a long time.
Answer Explanation:
The answer means that finding it hard to focus for a long time is one reason why someone might be bad at math.
Reason For Correctness:
The correct answer is 'A' because the passage says there are several 'reasons for being bad at maths.' One of these reasons is not being able to 'concentrate' for 'long periods of time,' which is the same thing as having poor concentration.

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