'Interval 0' diaporamas de présentation

FURTHER APPLICATIONS OF INTEGRATION

8. FURTHER APPLICATIONS OF INTEGRATION. FURTHER APPLICATIONS OF INTEGRATION. 8.4 Applications to Economics and Biology. In this section, we will learn about: Some applications of integration to economics and biology. CONSUMER SURPLUS.

583 views • 41 slides

Electrocardiography (ECG, EKG)

Electrocardiography (ECG, EKG). A typical electrocardiogram: important deflections and intervals. Cardiac Action Potential ? EKG ?? ??. P: atrial depolarization QRS: ventricular depol. T: ventricular repol. PR interval: AV conduction time QT interval: APD. ??? ??? ??? ???? ??.

901 views • 38 slides

The Bisection Method

The Bisection Method. Introduction. Bisection Method:. Bisection Method = a numerical method in Mathematics to find a root of a given function. Introduction (cont.). Root of a function:. Root of a function f(x) = a value a such that:. f(a) = 0. Introduction (cont.).

603 views • 33 slides

TYPES OF QUESTIONS

TYPES OF QUESTIONS. MCQ WITH ONLY ONE ALTERNATIVE CORRECT:. You may apply various techniques, like: 1.Elimination 2.Checking for extreme condition 3.Putting specific values in expression 4.Checking dimensions. There are various scopes of errors also.

851 views • 28 slides

Calculus Review - Calculator

Calculus Review - Calculator. 1. Let h(x) be the anti-derivative of g(x). If. -. Calculus Review - Calculator. The acceleration of a particle moving on a line is given by: If the particle starts from rest, what is the distance traveled from t=0 to t=3.61?. -.

444 views • 24 slides

4.2 Mean Value Theorem

4.2 Mean Value Theorem. The Mean Value Theorem connects the average rate of change of a function over an interval with the instantaneous rate of change of the function at a point within the interval.

641 views • 21 slides

High-Resolution Simulation of Hurricane Bonnie (1998). Part II: Water Budget

High-Resolution Simulation of Hurricane Bonnie (1998). Part II: Water Budget. SCOTT A. BRAUN J. Atmos. Sci., 63, 43-64. Introduction.

310 views • 19 slides

On Irregularities of Distribution

299 views • 19 slides

5.1 Estimating with Finite Sums

5.1 Estimating with Finite Sums. Distance Traveled The distance traveled and the area are both found by multiplying the rate by the change in time.

407 views • 18 slides

Calculator Review #2

Calculator Review #2. What is the average value of the function on the interval [1, 3]? 0.146 0.914 0.964 0.987 1.928. Use Average Value for Integrals Ans: C. Calculator Review #2.

259 views • 16 slides

Sect. 3-A Position , Velocity, and Acceleration

Sect. 3-A Position , Velocity, and Acceleration. Position function - gives the location of an object at time t, usually s(t), x(t) or y(t) Velocity - The rate of change( derivative) of position, usually v(t) Acceleration - The rate of change ( derivative) of velocity usually a(t)

297 views • 15 slides

Intermediate Value Theorem

Intermediate Value Theorem. Mrs. King OCS Calculus Curriculum. Intermediate Value Theorem. If f is a continuous function on a closed interval [ a , b ] and L is any number between f ( a ) and f ( b ), then there is at least one number c in [ a , b ] such that f ( c ) = L.

461 views • 14 slides

Mean-Value Theorem for Integrals

Mean-Value Theorem for Integrals. Lesson 5.7. This is Really Mean. Mean Value for Derivatives. Given f(x) on interval [a,b] Slope of secant through end points is Theorem says there is at least one value, c for which. b. a. Mean Value for Derivatives.

267 views • 13 slides

Trigonometric Functions of Non-Acute Angles

304 views • 10 slides

Sum & Difference Formulas

589 views • 8 slides

Applied Calculus (MAT 121) Dr. Day Wednes day , Feb 29, 2012

Applied Calculus (MAT 121) Dr. Day Wednes day , Feb 29, 2012. Asymptotes Absolute Extreme Values Solving Max/Min Problems. Absolute Extremes. For f(x ) = 3x 4 + 4x 3 + 1, determine its absolute extreme values over the interval [?2,1].

179 views • 7 slides

Pre calculus Problem of the Day Homework: p. 619 1-57 eoo

Pre calculus Problem of the Day Homework: p. 619 1-57 eoo. Use substitution to determine which of the given x values are solutions to the equation. Solving Trigonometric Equations, Finding all Solutions. Where n is any integer. An equivalent answer would be.

187 views • 6 slides

Function Analysis of Exponential, Logarithmic & Trigonometric Functions

Function Analysis of Exponential, Logarithmic & Trigonometric Functions. Calculus - Santowski. Review. Determine the equation of dy/dx if: y = 2 x y = e x y = log 5 x y = ln(x) y = sin(x) y = cos(x). Function Analysis.

248 views • 5 slides

131 views • 4 slides

Example 1 (a) Estimate by the Midpoint, Trapezoid and Simpson's

Example 1 (a) Estimate by the Midpoint, Trapezoid and Simpson's Rules using the regular partition P of the interval [ 0,2 ] into 6 subintervals. (b) Find bounds on the errors of those approximations.

95 views • 3 slides