The concept of area in mathematics has been developed over centuries, with contributions from various ancient civilizations. The Egyptians and Babylonians had methods for calculating areas of simple geometric shapes around 3000 BCE and 2000 BCE, respectively. The formal study of area, particularly in relation to calculus, was significantly advanced by mathematicians like Archimedes in ancient Greece and later by Isaac newton and Gottfried Wilhelm Leibniz in the 17th century. Thus, area as a mathematical concept does not have a single inventor but is a cumulative result of many contributions throughout history.
mathmatics isn't it a math book?
A constant is one example.
Students who are taught it in basic math.
An edge is a segment where two faces of a three-demensional figure meet.
Range is the difference between maximum and minimum values of a given a set of values
Geometry
No one invented the minus sign or at least none that we know of, it is simply part of the evolution of mathmatics. The minus sign we use appeared in the 1400s
It could be describing a person who understands mathmatics well or has an easy time doing mathmatics.
mathmatics.
archimedes
Matematicas
The definition of area in mathmatics is: the inside space of a shape or boundry. Formula= base x height F= B x H In other words... the inside area of a shape.
Mathmatics
mathématic
it is a mathematical number 3.1415926535897932362643433
Natural science.
les maths