'Model real life situations' presentation slideshows

Straight Line Graphs

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MATH 1910 Chapter 1 Section 1 A Preview of Calculus

MATH 1910 Chapter 1 Section 1 A Preview of Calculus. Objectives. Understand what calculus is and how it compares with precalculus. Understand that the tangent line problem is basic to calculus. Understand that the area problem is also basic to calculus. What Is Calculus?.

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A Preview of Calculus

A Preview of Calculus. Lesson 2.1. What Do You Think?. What things could be considered the greatest achievements of the human mind?. It's the Greatest!. Consider that all these things emerged because of technological advances Those advances relied on CALCULUS !

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A Preview of Calculus

A Preview of Calculus. Lesson 1.1. What Is Calculus. It is the mathematics of change It is the mathematics of tangent lines slopes areas volumes It enables us to model real life situations It is dynamic In contrast to algebra/precalc which is static. What Is Calculus.

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Applications of Differential Equations in Synthetic Biology

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Special Right Triangles

Special Right Triangles. Short Leg:Long Leg:Hypotenuse. We will use a reference triangle to set up a proportion then solve. 30-60-90 Right Triangle. 60. 2. 1. 30. This is our reference triangle for the 30-60-90 triangle. Solve for x and y. Ex: 2. y. a ?3. 30 0. x. a. 2a. 24.

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Spice up your dialogues! Adapting communicative activities from Postcards

Spice up your dialogues! Adapting communicative activities from Postcards. Stephanie Kasten, OMN 107 Tumbaco, Ecuador April 2013. 1) PCVs will learn more communicative activities to do with Postcards dialogues 2) PCVs will share these activities with teachers back at site

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Chapter 3

Chapter 3. Describing Motion. 3.1 Picturing Motion. Motion Diagrams A series of images of a moving object that records its position after equal time intervals. The Particle Model Replacing the object with a single point. Mini-lab.

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An Introduction to Calculus

An Introduction to Calculus. Calculus. Study of how things change Allows us to model real-life situations very accurately. Topics (not in order). Limits Slope of a curve Tangent Lines Extreme values of a curve Area under a curve/volume of a region Lengths

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8.2 Exponential Decay

Warm Up: Mr. Dodd currently has 21 koi in his backyard pond. If the population is growing at a rate of 15% per year, how many koi will be in the pond in 4 years?. 8.2 Exponential Decay. Objective: Use exponential decay functions to model real life situations. General form:. or.

186 views • 6 slides