We think you have liked this presentation. If you wish to download it, please recommend it to your friends in any social system. Share buttons are a little bit lower. Thank you!
Presentation is loading. Please wait.
Published byJulien Polley
Modified over 2 years ago
Now it is time to get back to work……..
Let’s see what you remember You’ll need to write down your answers…..
Use your own words to describe the following mathematical terms or concepts. Include as many characteristics as possible. You may include a sketch as well.
Singular Matrix Vector Continuous function Point of Discontinuity Asymptotes Rules for evaluating limits Derivative of a function First Derivative Test Second Derivative Test
Sketch each of the following functions (from the “library of functions”)
Know your film terms…. Take a look at the following screens, and try to names the shot or camera angle you can see by writing them down. You may work.
1 Chapter 2 Differentiation: Tangent Lines. tangent In plane geometry, we say that a line is tangent to a circle if it intersects the circle in one point.
The. of and a to in is you that it he was.
GSCE Product Design, Controlled Assessment task (evaluation) Greenhill, Tenby. This guide is for both pages 13 and 14 L Evans
5.5 Differentiation of Logarithmic Functions By Dr. Julia Arnold and Ms. Karen Overman using Tan’s 5th edition Applied Calculus for the managerial, life,
Introduction to Fractions. Have you ever wondered about fractions? What is a fraction? When do we use fractions? How do we add, subtract, multiply, and.
Product & Quotient Rules Higher Order Derivatives Lesson 2.3.
Situational Problem (30%): WEEK OF OCTOBER 31 st Test #3 (20%): WEEK OF OCTOBER 31 st If you are absent, you MUST write your test by that Friday or you.
Graphing Linear Rational Functions A rational function is a function whose rule is the quotient of two polynomials.
High Frequency Words List A Group 1. the of and.
Problem 7.4 Remember: A radius square is a square whose sides are the same length as the radius of the circle.
Warm up Problem If, find.. The Derivative Function Def. For any function f (x), we can find the derivative function f (x) by:
2.6 The Derivative By Dr. Julia Arnold using Tan’s 5th edition Applied Calculus for the managerial, life, and social sciences text.
The. of and a to in is you that it he for.
Of. and a to the in is you that it at be.
Part 1. Graphs are used to illustrate what happens during an experiment. Bar graph - used for comparing data. Pie graph - used to show percentages.
Derivatives A Physics 100 Tutorial. Why Do We Need Derivatives? In physics, and life too, things are constantly “changing.” Specifically, what we’ll be.
Can you see?. I like him. When will we go? All or some.
L’Hôpital’s Rule. L’Hopital’s Rule Analytically evaluate the following limit: By direct substitution you obtain the indeterminate form of type 0/0. 0/0,
3.3 Rules for Differentiation AKA “Shortcuts”. Review from places derivatives do not exist: ▫Corner ▫Cusp ▫Vertical tangent (where derivative is.
Articulation Treatment The Baseline Phase. Step 1 Has your client already had a recent articulation evaluation or is s/he continuing in treatment from.
Warm UpJan. 24 th Graph the following: 1.f(x) = -2 + sin3x 2.g(x) = 2cos(x – ) + 1.
Click the arrow to begin learning about orders of operations.
High-Frequency Phrases First 100 Words. The people.
Goal: By the end of the lesson, students will be able to find the slope of a line from a graph.
Arc Length and Curvature By Dr. Julia Arnold. Objectives: 1.Find the arc length of a space curve. 2.Use the arc length parameter to describe a plane curve.
Data from 2011 student survey. Whats hard about exams? Major worries Timing – know every exam, use the planning sheet provided, for the timing. Know how.
Lets build fluency! The people By the water You and I.
Please correct your homework as efficiently as possible so that we have plenty of time to get through the lesson.
© 2016 SlidePlayer.com Inc. All rights reserved.