Are You a Multivariate Calculus Pro?

The study of derivatives and integrals of functions with a single variable

The study of geometry with multiple dimensions

The study of derivatives and integrals of functions with multiple variables (correct)

The study of algebraic equations with multiple variables

A scalar that represents the area under the curve of a function

A vector that points in the direction of the steepest increase of a function (correct)

A scalar that represents the rate of change of a function

A vector that points in the direction of the steepest decrease of a function

Multivariate calculus deals with geometry, while single variable calculus deals with algebraic equations

Multivariate calculus deals with functions with a single variable, while single variable calculus deals with functions with multiple variables

Multivariate calculus deals with algebraic equations, while single variable calculus deals with geometry

Multivariate calculus deals with functions with multiple variables, while single variable calculus deals with functions with a single variable (correct)

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<p>The gradient is the vector formed by the partial derivatives</p> Signup and view all the answers

<p>Fundamental theorem of calculus</p> Signup and view all the answers