What Jobs are available for math?
Luxury cars, massive houses and early retirement is what almost everyone strives after they graduate college. Most people even start dreaming at high school but are lost on which subject to major in. In this article I will be introducing the 3 high paying jobs in 2025 that is involved in math, let's get started.
For the 3rd high paying jobs(in Canada) will be a data scientist. They combine statistics, computer science and domaine expertise to analyze complex data and solve buisness problems. A very difficult job and requires lots of
time and effort but also pays well at around 67,000-125,000 at entry level. After a while of doing it they could be payed up to a total of 125,000 depending on the company. It's an excellent job that pays well starting and later on but one of the main reasons why it's not higher is because of the high likelihood of it being replaced by AI.
At number 2 we have an actuary, professionals who theorizes financial impacts of future events using statistics and finacial theory. On entry they make around 60,000 to 80,000, indeed a low sum but those with professionals certificates can make more than 150,000. Seniors/executives can make more than 250,000 but competition's already extremely high so most professionals make an average of 120,000. A very underrated profession that flaws in entry level pays but is good for the long run.
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At number 3 we have the well known and overrated Software engineers. They generally design deveopt ad test the maintenance of software systems. A job not as diffulcutl as the other 2 but still easy enough where you can make 100,000, spiking it's popularity. The starting pay is around 78,000, exceptionally high but it only slows down from there as even experienced can only make up to 120,000 in Vancouver(Highest recorded salary in Canada). Overall the profession is an overrated job that our number 2 outclasses by far.
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History of math
Mathematical history: The earliest evidence of mathematics dates back to the ancient Mesopotamians and Egyptians who developed systems for organizing and counting, implementing these methods in their work as traders and engineers (and would go on to invent systems like the Babylonian base-60 system and early geometry).
This practical orientation was turned upside-down by the Greeks who, it is often said, invented mathematics as an abstract discipline ruled by evidence and strict reason (most clearly for posterity in Euclid’s Elements). It was the invention of zero, and refinding it in Arabia Intro toward reconciliation \ The big jump in the notation took place in [almost] Far East, whose mathematicians even initiated concept of zero and positional number system that Indians (and Arab’s) later formalized/observed/verbalized into symbols along with a lot S. to W., al-Khwarizmi who has bequeathed us with Algebra by then. The discipline’s growth exploded with a bang in 17th-century Europe when figures such as Descartes brought together geometry and algebra, and Newton and Leibniz independently co-invented a system that combined exactly those two powerful frameworks: Calculus — the calculus of infinite addition problems, was created specifically to formulate continuous motion and change.
This intellectual journey leads, ultimately, to modern mathematics—the stuff that can feel like building castles on clouds going somewhere else entirely — and which is at least permissive of greater and greater abstraction, becoming the bedrock logic for everything from non-Euclidian geometry to computer science.
