Differential Calculus

C1 16+

Pronunciation: /ˌdɪ.fəˈrɛnʃəl ˈkælkjələs/

Definitions of Differential calculus

noun a branch of mathematics that deals with the rates at which quantities change

Example Sentences

A1 Differential calculus is a branch of mathematics.

A2 I learned about differential calculus in my high school math class.

B1 Understanding differential calculus is essential for studying physics.

B2 The application of differential calculus can be seen in various engineering fields.

C1 Proficiency in differential calculus is required for advanced mathematical research.

C2 Experts in differential calculus can solve complex real-world problems using mathematical models.

Examples of Differential calculus in a Sentence

formal Differential calculus is a branch of mathematics that deals with the study of rates at which quantities change.

informal I struggled with differential calculus because it involved a lot of complicated equations.

slang Differential calculus is like trying to figure out how fast things are changing in math.

figurative Mastering differential calculus is like unlocking the secrets of how things evolve and transform in the world of mathematics.

Grammatical Forms of Differential calculus

plural

Differential calculi

comparative

more differential calculus

superlative

most differential calculus

present tense

Differential calculus

future tense

will study Differential calculus

perfect tense

have studied Differential calculus

continuous tense

is studying Differential calculus

singular

Differential calculus

positive degree

Differential calculus

infinitive

to study Differential calculus

gerund

studying Differential calculus

participle

studied Differential calculus

Origin and Evolution of Differential calculus

First Known Use: 1696 year
Language of Origin: Latin
Story behind the word: The term 'Differential calculus' originated from the Latin word 'differentia' meaning difference and the word 'calculus' meaning small stone used for counting.
Evolution of the word: Originally used to describe the mathematical study of rates of change and accumulation, the term 'Differential calculus' has evolved to encompass a broader range of concepts in mathematics and physics.