Indefinite Integral

C1 16+

Pronunciation: /ɪnˈdɛfɪnɪt ˈɪntɪɡrəl/

Definitions of indefinite integral

noun a mathematical concept used in calculus to find the antiderivative of a function

Example Sentences

A1 An indefinite integral is a mathematical concept.

A2 Students in this class are learning how to calculate indefinite integrals.

B1 Understanding how to find an indefinite integral is essential for solving certain types of problems.

B2 The process of finding an indefinite integral can be complex and requires practice.

C1 Mathematicians often use techniques such as substitution and integration by parts to evaluate indefinite integrals.

C2 Professionals in the field of engineering frequently encounter indefinite integrals in their work.

adjective describing the type of integral that does not have specified limits of integration

Example Sentences

A1 An indefinite integral is a type of mathematical calculation.

A2 Students in this class are learning about indefinite integrals.

B1 The concept of indefinite integrals is introduced in calculus courses.

B2 Understanding how to solve indefinite integrals is essential for advanced math studies.

C1 Professionals in the field of engineering often use indefinite integrals in their work.

C2 The mathematician presented a complex theorem involving indefinite integrals at the conference.

Examples of indefinite integral in a Sentence

formal The process of finding the indefinite integral of a function involves finding the antiderivative of that function.

informal When you're looking for the indefinite integral of a function, you're basically trying to find the original function that it came from.

slang Dude, I spent hours trying to crack that indefinite integral problem.

figurative Finding the indefinite integral is like unraveling a mystery to reveal the hidden function within.

Grammatical Forms of indefinite integral

plural

indefinite integrals

comparative

more indefinite

superlative

most indefinite

present tense

integrating indefinitely

future tense

will integrate indefinitely

perfect tense

have integrated indefinitely

continuous tense

is integrating indefinitely

singular

indefinite integral

positive degree

indefinite

infinitive

to integrate indefinitely

gerund

integrating indefinitely

participle

integrated indefinitely

Origin and Evolution of indefinite integral

First Known Use: 1601 year
Language of Origin: Latin
Story behind the word: The concept of indefinite integrals was first developed in the late 17th century by mathematicians such as Isaac Newton and Gottfried Wilhelm Leibniz.
Evolution of the word: Originally, the term 'integral' in Latin meant 'whole' or 'entire'. Over time, it evolved to refer to the concept of finding the area under a curve, and eventually to the concept of antiderivatives or indefinite integrals.