# Its applications

Xem 1-20 trên 3964 kết quả Its applications
• ### Calculus and its applications: 1.7

"Calculus and its applications: 1.7" - The chain rule have objective: find the composition of two functions, differentiate using the extended power rule or the chain rule.

• ### Calculus and its applications: 4.3

"Calculus and its applications: 4.3" - Objective: find the area under a curve over a given closed interval, evaluate a definite integral, interpret an area below the horizontal axis, solve applied problems involving definite integrals.

• ### Calculus and its applications: 4.6

"Calculus and its applications: 4.6" - Integration Techniques-Integration by parts have objective: evaluate integrals using the formula for integration by parts, solve applied problems involving integration by parts.

• ### Calculus and its applications: 1.1

"Calculus and its applications: 1.1" - Limits A Numerical and Graphical Approach have objective: Find limits of functions, if they exist, using numerical or graphical methods.

• ### Calculus and its applications: 1.2

"Calculus and its applications: 1.2" - Algebraic limits and continuity have objective: develop and use the limit principles to calculate limits, determine whether a function iscontinuous at a point.

• ### Calculus and its applications: 1.3

"Calculus and its applications: 1.3" - Calculus and its applications 1.3-Average rates of change have objective: compute an average rate of change, find a simplified difference quotient.

• ### Calculus and its applications: 1.4

"Calculus and its applications: 1.4" - Differentiation using limits of difference quotients have objective: find derivatives and values of derivatives, find equations of tangent lines.

• ### Calculus and its applications: 1.5

"Calculus and its applications: 1.5" - Objective: differentiate using the power rule or the sum-difference rule, differentiate a constant or a constant times a function, determine points at which a tangent line has a specified slope.

• ### Calculus and its applications: 1.6

"Calculus and its applications: 1.6" - Objective: differentiate using the product and the quotient rules; use the quotient rule to differentiate the average cost, revenue, and profit functions.

• ### Calculus and its applications: 1.8

"Calculus and its applications: 1.8" - Higher order derivatives have objective: find derivatives of higher order; given a formula for distance, find velocity and acceleration.

• ### Calculus and its applications: 2.1

"Calculus and its applications: 2.1" - Using first derivatives to find maximum and minimum values and sketch graphs have objective: find relative extrema of a continuous function using the first-derivative test, sketch graphs of continuous functions.

• ### Calculus and its applications: 2.2

"Calculus and its applications: 2.2" - Using Second derivatives to find maximum and minimum values and sketch graphs have objective: find the relative extrema of a function using the second-derivative test, sketch the graph of a continuous function.

• ### Calculus and its applications: 2.4

"Calculus and its applications: 2.4" - Using derivatives to find absolute maximum and minimum values have objective: find absolute extrema using maximum-minimum principle 1, find absolute extrema using maximum-minimum principle 2.

• ### Calculus and its applications: 2.5

"Calculus and its applications: 2.5" - Maximum-Minimum Problems-Business and Economics applications have objective: solve maximum and minimum problems using calculus.

• ### Calculus and its applications: 2.6

"Calculus and its applications: 2.6" - Marginals and differentials have objective: find marginal cost, revenue, and profit, find ∆y and dy, Use differentials for approximations.

• ### Calculus and its applications: 2.7

"Calculus and its applications: 2.7" - Calculus and its applications-implicit differentiation and related rates have objective: differentiate implicitly, solve related rate problems.

• ### Calculus and its applications: 4.1

"Calculus and its applications: 4.1" - Objective: find an antiderivative of a function; evaluate indefinite integrals using the basic integration formulas; use initial conditions, or boundary conditions, to determine an antiderivative.

• ### Calculus and its applications: 4.2

"Calculus and its applications: 4.2" - Antiderivatives as Areas have Objective: find the area under a graph to solve real-world problems, use rectangles to approximate the area under a graph.

• ### Calculus and its applications: 4.4

"Calculus and its applications: 4.4" - Objective: use the properties of definite integrals to find the area between curves, solve applied problems involving definite integrals, determine the average value of a function.