'T seconds' presentation slideshows

Jeopardy

666 views • 53 slides

Calculus

Calculus. Calculus. Calculus (differentiation and integration) was developed to improve this understanding. Differentiation and integration can help us solve many types of real-world problems .

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Chapter 10 Quadratic Equations & Functions

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9.1: QUADRATIC GRAPHS:

Quadratic Function: A function that can be written in the form y = ax 2 +bx+c where a ? 0. 9.1: QUADRATIC GRAPHS:. Standard Form of a Quadratic: A function written in descending degree order, that is ax 2 +bx+c. Quadratic Parent Graph: The simplest quadratic function f(x) = x 2 .

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Chapter 6 Test Review

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Unit 4 Polynomials Equations and Inequalities

Unit 4 Polynomials Equations and Inequalities . 4.1 Solving polynomial equations 4.2 Linear Inequalities 4.3 Polynomial Inequalities 4.4 Polynomial Rates of change. 4.1. State the equation, zeroes, and degree of this function. (0,2) is a point on the graph. 4.1.

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Be Rational!

Be Rational!. The coordinates of the vertices of triangle KLM are K (1, 3), L (1, 1), M (4, 1). The triangle will be translated 6 units to the right and 4 units up. What will be the coordinates of the image point K ??. Extreme Exponents and Radical Radicals. The vertices of a square are

264 views • 16 slides

Slotted Nonpersistent CSMA

Slotted Nonpersistent CSMA. Timeline divided into time slots, called mini slot, with length equal to maximum propagation delay t.

235 views • 13 slides

Kinematics

Kinematics. Kinematics deals with situations involving motion. . S=distance/displacement. If s=0, object is at starting point +- relates to position from a certain point (above/right vs below/left). V=velocity=rate at which distance changes over time

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Section 4.4 Notes

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Chapter 1: Functions and Graphs

Chapter 1: Functions and Graphs. Section 1-4: Building Functions from Functions. Objectives. You will learn about: Combining functions algebraically Composition of functions Relations and implicitly defined functions Why:

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Free Fall and the Acceleration of Gravity

Free Fall and the Acceleration of Gravity. A free-falling object is an object which is falling under the sole influence of gravity. . This definition of free fall leads to two important characteristics about a free-falling object: . 1. Free-falling objects do not encounter air resistance .

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7-7 Inverse Relations & Functions

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2.4 Rates of Change and Tangent Lines

2.4 Rates of Change and Tangent Lines. Goal: Find the average rate of change of a function over an interval. Find the slope of the curve at the indicated point. Determine whether the curve has a tangent at the indicated point. Find the equation of the tangent line and normal line. .

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2 Discrete Random Variable

2 Discrete Random Variable. Independence (module 1). A and B are independent iff the knowledge that B has occurred does not change the probability that A occurs. A, B independent ? P[A|B] = P[A] A, B independent ? P(A ? B) = P(A) P(B). Random Variable (RV).

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6.7 Inverse Relations and Functions

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3.4

Velocity and Acceleration. 3.4. Given that f(t) is a position function relating distance in terms of time. Speed is the absolute value of velocity. Acceleration is the derivative of velocity. Velocity is the first derivative of position. If distance is in:. Velocity would be in:.

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Quadratic Applications

Quadratic Applications. Mr. Jones has 56 feet of fencing to make a rectangular dog pen. If he just uses his house to be one side of the pen, what would be the length and width for the maximum area of the dog pen?. House. Area = l*w. Our equation would be: y= x(56-2x).

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Consider the slope of the given curve at each of the five points shown.List these five slopes in decreasing order . {app

Consider the slope of the given curve at each of the five points shown.List these five slopes in decreasing order . {applet}. A, H, P, T, Y Y, T, P, H, A T, P, Y, H, A T, Y, P, A, H.

1.21k views • 4 slides