'Indefinite integral' presentation slideshows

Welcome to the Integral Drill and Practice Power Point Flash Drill!

848 views • 55 slides

Welcome to the Integral Drill and Practice Power Point Flash Drill!

714 views • 54 slides

Geomath

Geomath. Geology 351 -. Calculus - derivatives and integrals. tom.h.wilson tom.wilson@mail.wvu.edu. Dept. Geology and Geography West Virginia University. Derivatives in Reverse. Puzzles to Solve. y=x. What is the area?. Area. x. Take the simple function.

585 views • 41 slides

Ch 6.2 Antidifferentiation by Substitution Calculus Graphical, Numerical, Algebraic by Finney , Demana, Waits and Ke

Ch 6.2 Antidifferentiation by Substitution Calculus Graphical, Numerical, Algebraic by Finney , Demana, Waits and Kennedy. Indefinite Integral. Indefinite Integral: The family of all antiderivatives of a function f(x) is the indefinite integral of f with respect to x and is denoted by .

419 views • 21 slides

Section 5.8

419 views • 21 slides

Antiderivatives

Antiderivatives. Indefinite Integral. The family of antiderivatives of a function f indicated by The symbol is a stylized S to indicate summation. Indefinite Integral. The indefinite integral is a family of functions The + C represents an arbitrary constant

528 views • 19 slides

Formal Definition of Antiderivative and Indefinite Integral

Formal Definition of Antiderivative and Indefinite Integral. Lesson 5-3. Back in chapter 1 we were given an outline of the topics of Calculus: Limits Derivatives One Type of Integral (definite integral) the Other Integral. Definite Integral .

511 views • 17 slides

Section 5.5 (and 5.7)

Section 5.5 (and 5.7). Integration by Substitution & Natural Logs. The Chain Rule & Integration. How do we handle something like this? Think back to how we took the derivative of a composite function like. -Substitution. Example 1.

312 views • 17 slides

Integration/ Antiderivative

342 views • 16 slides

Substitution

Substitution. Lesson 7.2. Review. Recall the chain rule for derivatives We can use the concept in reverse To find the antiderivatives or integrals of complicated formulas We look for integrands that fit the right side of the chain rule. Strategy.

420 views • 14 slides

Area under a curve

Area under a curve. 5.1 -5.4 Day 2. Approximating Area of a plane region. Inscribed Rectangles. Circumscribed Rectangles. Finding Area by a limit Definition. Starting interval. Finding Area by limit Def. Cont. . Generalize the procedure for Area. Y=f(x)

1.31k views • 11 slides

Integrals of Exponential and Logarithmic Functions

Integrals of Exponential and Logarithmic Functions. Integration Guidelines. Learn your rules (Power rule, trig rules, log rules, etc.). Find an integration formula that resembles the integral you are trying to solve ( u -substitution should accomplish this goal ).

1.28k views • 11 slides

Integrals

267 views • 11 slides

CHAPTER 2

CHAPTER 2. Fundamental Theorem of Calculus. 2.4 Continuity. In this lecture you will learn the most important relation between derivatives and areas (definite integrals). Evaluating Theorem If f is continuous on the interval [ a,b ] , then

245 views • 10 slides

COMPUTING ANTI-DERIVATIVES (Integration by SUBSTITUTION )

180 views • 10 slides

Inverse Trigonometry Integrals

Inverse Trigonometry Integrals. Derivative and Antiderivatives that Deal with the Inverse Trigonometry. We know the following to be true:. This shows the following indefinite integral:. But, what if the value in the square root is not 1? Can we still use this antiderivative ?.

650 views • 10 slides

Antiderivatives & Indefinite Integration (4.1)

209 views • 9 slides

5.4 Indefinite Integrals

5.4 Indefinite Integrals. Indefinite Integral = Antiderivative. Ex 1 : Evaluate. Ex 2 : Evaluate. The Total Change Theorem : The integral of a rate of change is the total change. Ex 3 : A particle moves along a line so that its velocity at time x is (m/sec).

242 views • 9 slides

Good Morning

Good Morning. Bengir Ahammad ICT Batch-22 Reg No.-577. Calculus. Indefinite Integral. To Day We Learn Indefinite Integral and solve some Problems. Hoom Work : Ex 4(h) problem 20-35. Next Class we Learn Definite Integral. Book Reference:

150 views • 6 slides

Example 2 Solve the initial value problem y / = x ln x and y(1)=2.

309 views • 1 slides