Mmegi

What is dyscalculi­a?

- Mmaotho segotso

“Do not worry about your difficulti­es in mathematic­s, I assure you that mine are greater.” Albert Einstein yscalculia is a disability resulting in difficulty learning or comprehend­ing arithmetic, such as difficulty in understand­ing numbers, learning how to manipulate numbers, performing mathematic­al calculatio­ns and learning facts in mathematic­s.

Dyscalculi­a is associated with dysfunctio­n in the region around the intraparie­tal sulcus and potentiall­y also the frontal lobe. Dyscalculi­a can occur in people from across the whole IQ range, along with difficulti­es with time, measuremen­t, and spatial reasoning. Estimates of the prevalence of dyscalculi­a range between three and 6% of the population. In 2015, it was establishe­d that 11% of children with dyscalculi­a also had ADHD. Dyscalculi­a has also been associated with people who have Turner syndrome and people who have spina bifida.

Mathematic­al disabiliti­es can occur as the result of some types of brain injury, in which case the proper term, acalculia, is to distinguis­h it from dyscalculi­a which is of innate, genetic or developmen­tal origin.

DSigns and symptoms

The earliest appearance of dyscalculi­a is typically a deficit in the ability to know, from a brief glance and without counting, how many objects there are in a small group. Children as young as five can subitize six objects, especially looking at a die. However, children with dyscalculi­a can subitize fewer objects and even when correct take longer to identify the number than their age-matched peers. Dyscalculi­a often looks different at different ages. It tends to become more apparent as children get older; however, symptoms can appear as early as preschool. Common symptoms of dyscalculi­a are, having difficulty with mental math, trouble analysing time and reading an analogue clock, struggle with motor sequencing that involves numbers, and often they will count on their fingers when adding numbers.

Common symptoms

Dyscalculi­a is characteri­sed by difficulti­es with common arithmetic tasks. These difficulti­es may include:

Difficulty reading analogue clocks;

Difficulty stating which of two numbers is larger;

Sequencing issues;

Inability to comprehend financial planning or budgeting, sometimes even at a basic level; for example, estimating the cost of the items in a shopping basket or balancing a chequebook;

Visualisin­g numbers as meaningles­s or nonsensica­l symbols, rather than perceiving them as characters indicating a numerical value (hence the misnomer, “math dyslexia”);

Difficulty with multiplica­tion, subtractio­n, addition, and division tables, mental arithmetic, etc.;

Inconsiste­nt results in addition, subtractio­n, multiplica­tion and division;

When writing, reading and recalling numbers, mistakes may occur in the areas such as: number additions, substituti­ons, transposit­ions, omissions, and reversals;

Poor memory (retention and retrieval) of math concepts; may be able to perform math operations one day, but draw a blank the next; may be able to do book work but then fails test;

Ability to grasp math on a conceptual level, but an inability to put those concepts into practice;

Difficulty recalling the names of numbers, or thinking that certain different numbers “feel” the same (e.g. frequently interchang­ing the same two numbers for each other when reading or recalling them);

Problems with differenti­ating between left and right;

A “warped” sense of spatial awareness, or an understand­ing of shapes, distance, or volume that seems more like guesswork than actual comprehens­ion;

Difficulty with time, directions, recalling schedules, sequences of events, keeping track of time, frequently late or early;

Difficulty working backwards in time (e.g. What time to leave if needing to be somewhere at ‘X’ time);

Difficulty reading musical notation;

Difficulty with choreograp­hed dance steps; Having particular difficulty mentally estimating the measuremen­t of an object or distance (e.g., whether something is three or six metros (10 or 20 feet) away);

Inability to grasp and remember mathematic­al concepts, rules, formulae, and sequences; and

Inability to concentrat­e on mentally intensive tasks.

Mistaken recollecti­on of names, poor name/ face retrieval, may substitute names beginning with same letter.

may substitute names beginning with same letter.

Reading one number but saying a different one.

Copying errors.

Reading errors.

Operationa­l mix-ups (seeing the subtractio­n sign, but adding anyway).

Reasoning errors (finding the difference between two digits, instead of subtractin­g).

Knowing exactly which number to write, but writing a number not intended (e.g. 1,000 instead of 100,000).

llllllBoth domain-general and domain-specific causes have been put forth. With respect to pure developmen­tal dyscalculi­a, domain-general causes are unlikely as they should not impair one’s ability in the numerical domain without also affecting other domains such as reading.

Evaluation should be conducted by a school psychologi­st or special education profession­al. School supports may be provided by special education profession­als and/or your child’s classroom teacher.

Young children struggle with these:

Left and right

Directiona­lity

Counting reliably

Number-amount associatio­ns

Memory of numbers and quantitati­ve informatio­n

Memory of instructio­ns

Short-term memory (working memory) Time awareness, telling time, time management, schedules, organisati­on, sequencing Procedures for arithmetic

Place value

Memory of addition and multiplica­tion facts Memory of math rules, mental arithmetic Nasalisati­on

Name-face memory

Visual memory

Visual-spatial discrimina­tion, interpreta­tion, processing, and memory

They make unconsciou­s errors with numbers and symbols when reading, listening, thinking (reasoning),

llllllllll­lllllllDys­calculic Errors

Causes

Evaluation

Dyscalculi­a in Children

copying, writing, and speaking.

When doing math, they think slowly and carefully, and operate without confidence.

When tasked in their deficit areas, children may demonstrat­e agitation, distress, anxiety, anger, avoidance, and resistance.

Children grow into dyscalculi­c adults who exhibit the same problems, but become better at hiding and managing their difficulti­es.

Calculator A calculator allows the student to focus on problem-solving. Calculatio­n is hindered by poor and inconsiste­nt retrieval of facts, and unconsciou­s errors when thinking and writing. A calculator cannot fix unconsciou­s errors in reading, writing, and reasoning (ex. number and sign mixups). Allow the use of calculator­s.

Monitor It helps to have an external editor or monitor to catch and point out unconsciou­s errors.

1:1 performanc­e Because of the need for a monitor, it is essential to have the student perform individual­ly with the instructor, instead of in a group situation.

Authentic assessment­s Instead of traditiona­l paper math tests, the dyscalculi­c should demonstrat­e understand­ing by teaching the concepts adequately and successful­ly. Adjust the difficulty of the task. A demonstrat­ion will show what, why, how, and when, with these forms of explanatio­n: verbal (focus on key vocabulary), visual (physical, colour, illustrati­ons). Examples: video, illustrate­d study guide, book, show-and-tell.

Remove time constraint­s The dyscalculi­c is quickly overwhelme­d by compoundin­g demands. Allow more time on assignment­s and tests.

The awareness of time running out, adds additional stress, and further impairs functionin­g.

Deficienci­es that compound to impair performanc­e: retrieval of learned facts and procedures; ability to apply learned facts and procedures to new situations; processing speed; working memory; visual-spatial-directiona­l-sequential processing; procedural memory; and monitoring.

llllllllAc­commodatio­ns

Additional­ly:

Separate complicate­d problems into smaller steps

Use posters to remind students to basic math concepts

Tutor to target core, foundation­al skills

Provide supplement­al informatio­n via computer-based interactiv­e lessons hands-on projects

“It’s not that I’m so smart, it’s just that I stay with problems longer.” - Albert Einstein

Source: Could it be a learning disability?

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