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Published at Wednesday, 18 September 2019. **algebra**. By Mallory Prevost.

Whether you like it or not, Algebra is actually needed in your every day life. Number and equations are actually used in almost anywhere in the world. Take for example the time when you are out getting groceries. What would probably help you in computing and for staying budgeted is learning how to add and subtract items from your cart. But in this situation, there is still a cashier that could help you with this dilemma. How about in situations wherein you are on your own, like in a gas station? You will fill up your own gas tank, put it back by yourself and swipe your credit card onto the machine, then poof, it is done. The price of gas differs from one another each day, changes really fast day by day. The only thing that will help you with your problem on how many gallons you could take with your budget is learning Algebra.

Algebra is a field of mathematics. Usually, students in high school or elementary will be the first ones who will experience this subject. Most of them will say that it is probably one of the hardest and complicated subjects there is. Well, anything that is connected to Mathematics could really be. When someone will say the word Algebra out loud, numbers and equations will immediately pop into ones mind. What they do not usually know is what and who and how Algebra started. A brief history of Algebra will be read in this article, to understand why and how and who started Algebra in the first place.

The first year of algebra is a prerequisite for all higher-level math: geometry, algebra II, trigonometry, and calculus. Researchers have found in multiple studies that students who take more high-quality math in high school are more likely to declare science, technology, engineering, and mathematics (STEM) majors in college. Students who take Algebra II in high school are also more likely to enroll in college or community college. Algebra can lead to many new opportunities for success in the 21st century. What’s more, when students make the transition from concrete arithmetic to the symbolic language of algebra, they develop abstract reasoning skills necessary to excel in math and science.

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