mathematical thinking Flashcards
Why is maths still important to learn despite modern technology
Math gives us an understanding of:
Transitivity
Cardinality
Ordinality
Additive relations
What is transitivity
Basically deduction:
If A = B and B = C then C = A
What is cardinality
Enables us to work out the exact number in a set, even when the number is too large to estimate. When two sets of items are equal and value of one of the sets is known, can then figure out the value of the other set is the same.
What is ordinality
Use of numbers to indicate their order in relation to another. Knowing 6 is greater than 4, and so a set of 6 will always be bigger than set of 4.
What is additive relations
Quantities stay the same if nothing is added or subtracted or if same number is added and then subtracted
What are the two systems of number cognition
Approximate magnitude