Best Answer

Calculus is mainly about limits, which in turn are used to calculate the slope of a line (known as the "derivative"; lots of applications for that), and to calculate the area under a curve (the "integral" - also lots of applications for that). For more details, read the Wikipedia article on "Calculus", or read an introductory book on calculus. As prerequisites, you should be well-acquainted with high-school algebra.

Q: Mathematical field calculus

Write your answer...

Submit

Still have questions?

Continue Learning about Math & Arithmetic

The mathematical field known as calculus studies rates of change. Calculus is interesting because it brings together most of the mathematical concepts that you learn before taking calculus, such as algebra, trigonometry, and functions, and gives them very realistic applications. One of the most applicable and understandable rates of change for those who have not taken calculus is speed. Speed is the rate of change in position over time, and is studied in depth in every calculus class.

No. Calculus if a field of mathematics.

Leibniz and Newton are usually considered the most famous in the field of calculus.

It depends on your field of expertise and specialization in your field. If you are under the sciences, then it likely that you must know it since knowledge about calculus is required in higher mathematics used in the field. If, say, your field is Psychology, most likely it is uneeded.

Anti-derivatives are a part of the integrals in the calculus field. According to the site Chegg, it is best described as the "inverse operation of differentiation."

Related questions

The mathematical field known as calculus studies rates of change. Calculus is interesting because it brings together most of the mathematical concepts that you learn before taking calculus, such as algebra, trigonometry, and functions, and gives them very realistic applications. One of the most applicable and understandable rates of change for those who have not taken calculus is speed. Speed is the rate of change in position over time, and is studied in depth in every calculus class.

No. Calculus if a field of mathematics.

Leibniz and Newton are usually considered the most famous in the field of calculus.

in which field vector calculus is applied deeply

No, the word 'mathematical' is a adjective, a word used to describe a noun (a mathematical problem, a mathematical equation).The word 'mathematical' is the adjective form of the abstract noun, mathematics, a word for a field of study, a word for a concept.

It covers objects important to almost all areas of mathematics, so from a mathematical point of view it is absolutely essential to learn about the things covered in a calculus course. And of course, if studied correctly (in a strictly logical and mathematical way), your first course in calculus may significantly increase your ability to think critically, logically, and systematically, which should be important to you even if you ignore mathematics in the future (which is nevertheless hard to do in almost any technical field).

When calculus is taught in a classroom setting, it is often taught as "pure" mathematical content; it is a mathematical technique for the sake of mathematics that has no specific practical purpose in such a "pure" setting, besides developing logic and reasoning skills.Applied mathematics, and thus applied calculus, borrows from the language of "pure" mathematics, but has a practical and definite purpose.Scientists and engineers in particular use calculus and other mathematical techniques to solve applied problems relative to their field. For example, applied algebraic techniques tell us that a car will travel a certain distance if traveling at a constantspeed in a set amount of time. Applied calculus could tell us how far a car will travel if traveling at an inconstant (i.e. accounting for acceleration) speed in a set amount of time.This is obviously an oversimplification, but it expresses the wide variety of problems that scientists and engineers can study and solve in an applied mathematical matter.

CALCULUS

Calculus

physics and calculus

t

Both Liebnez and Newton developed calculus at about the same time and there was a row between them over who developed calculus first.