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COURSE INFORMATION

COURSE INFORMATION

COURSE INFORMATION. Gary W. Martin Course Math 102. Elementary Algebra . Introduction. Degrees: M.S. - Mathematics, University of Minnesota, Minneapolis B.S. - Information and Computer Science, University of California, Irvine B.A. - Mathematics, University of California, Irvine.

By salena
(563 views)

Absolute Value

Absolute Value

Absolute Value. 2-1-2. Distance. A distance is never zero. Number line. How far is 3 from zero? How far is -3 from zero?. |x| the absolute value of x. |3| asks how far from zero is 3? |-5| asks how far from zero is -5?. Absolute Value. Always gives a positive answer.

By bernad
(350 views)

The Benefits of Trade by Elmer G. Wiens

The Benefits of Trade by Elmer G. Wiens

The Benefits of Trade by Elmer G. Wiens. Benefits of Increasing World Trade?. Many people are skeptical about the benefits of trade.

By libitha
(253 views)

MATH 010

MATH 010

MATH 010. JIM DAWSON. 1.1 INTRODUCTION TO INTEGERS. This section is an introduction to: Positive Integers Negative Integers Opposites Additive Inverse Absolute Value. 1.2 ADDING AND SUBTRACTING INTEGERS.

By ilario
(239 views)

Labor Demand Elasticities

Labor Demand Elasticities

Labor Demand Elasticities. Own-Wage Elasticity. Review of the concept of elasticity in product markets Own-wage Elasticity = percentage change in labor demanded/percentage change in wage η ii = %ΔL i /%ΔW i

By rio
(740 views)

RULES FOR ADDITION - ADDING MORE THAN TWO NUMBERS – INSERTING ( ) MENTALLY- DEFINITION OF SUBTRACTION

RULES FOR ADDITION - ADDING MORE THAN TWO NUMBERS – INSERTING ( ) MENTALLY- DEFINITION OF SUBTRACTION

RULES FOR ADDITION - ADDING MORE THAN TWO NUMBERS – INSERTING ( ) MENTALLY- DEFINITION OF SUBTRACTION. TWO RULES To add algebraically two signed numbers that have the same sign, we add the absolute values of the numbers and give the result the same sign as the sign of the numbers.

By damia
(441 views)

Absolute Value Equalities and Inequalities

Absolute Value Equalities and Inequalities

Absolute Value Equalities and Inequalities. Absolute value: The distance from zero on the number line. Example: The absolute value of 7, written as |7|, = 7 The absolute value of – 3, written as | -3 |, = 3. An absolute value is never negative.

By horace
(211 views)

INTRAGOVERNMENTAL TRANSACTIONS

INTRAGOVERNMENTAL TRANSACTIONS

INTRAGOVERNMENTAL TRANSACTIONS. Carrie A. Hug Department of Treasury May 13, 2009. Overview. Intragovernmental Transactions The Problem Tools Key Reports for Agencies Reminders. WHAT ARE INTRAGOVERNMENTAL TRANSACTIONS?. Business activities occurring within or between Federal agencies.

By esperanza
(425 views)

Integers M7N1a, M7N1c

Integers M7N1a, M7N1c

Integers M7N1a, M7N1c. Mrs. Sims’ World. What are Integers?. We have learned to count by using the numbers 0, 1, 2, 3, 4, 5….. These are called whole numbers.

By natalie
(248 views)

Using Integers In Our Daily Lives

Using Integers In Our Daily Lives

Using Integers In Our Daily Lives. By : Jasmine. Integers. We Use Integers In Our Daily Lives Every Day. Integers Is A Whole Number And It’s Opposites. Negative Numbers. A Negative Number is any number less than zero, for example:

By tia
(2610 views)

Algebra

Algebra

Algebra. 6.4 Solving Absolute Value Equations and Inequalities. Steps to Solve an Absolute Value Equation. Isolate the absolute value expression Drop the absolute value and create a positive and a negative equation Solve each. Solving an Absolute Value Equation. Solve lx – 4l = 8

By raja
(363 views)

Integers

Integers

Integers. Integers. The set of whole numbers and their opposites. Operations with Integers. Addition Subtraction Multiplication Division. Addition of Integers.

By enrique
(265 views)

4-2 Translating Parabolas

4-2 Translating Parabolas

4-2 Translating Parabolas. Warm-up What is the coefficient of x 2 in the function The vertex of a parabola is at (2, -7). If the parabola is translated 5 units to the right and 6 units down, what are the coordinates of the new vertex? Find the value of 2 x 2 when x = -1.

By nero
(365 views)

Warm Up

Warm Up

Warm Up. 8r + 4 = 10 + 2r 28 – 0.3y = 0.7y – 12 8x + 6 – 9x = 2 – x – 15

By nita
(160 views)

The Sine Curve

The Sine Curve

The Sine Curve. Section 13.4. Objectives…. 1) given an equation for a sine curve, find the period and amplitude 2) graph a given sine curve equation 3) given information, write the equation for a sine curve. Characteristics of the sine curve (y = sin θ ).

By raven
(28 views)

Function Families AII.6 2009

Function Families AII.6 2009

Function Families AII.6 2009. Objective:. Recognize the general shapes of function families including: square root cube root absolute value rational polynomial exponential logarithmic. Square Root Function. Cube Root Function. Absolute Value Function. Rational Function.

By kordell
(75 views)

Regression and Correlation

Regression and Correlation

Regression and Correlation. BUSA 2100, Sect. 12.0 - 12.2, 3.5. Introduction to Regression. Forecasts (predictions) are often based on the relationship between 2 or more variables. Ex. 1 : Advertising expenditures and sales. Example 2 : Daily high temperature and demand for electricity.

By carlow
(191 views)

Negative numbers and number line review

Negative numbers and number line review

Cougar Time. Negative numbers and number line review. Adding Negative Numbers. What are the two rules for adding integers? Same Signs = Add and keep the sign Different Signs = Find the absolute value, subtract and keep the sign of the larger absolute value. Subtracting Negative Numbers.

By fiachra
(2 views)

Graphs of Sine and Cosine Functions

Graphs of Sine and Cosine Functions

Graphs of Sine and Cosine Functions. Lesson 2.5. Ordered Pairs. Consider the values for x and y in the table to the right Note Period = 2 π Maximum y values Minimum y values. Period = 2 π. Maximum and minimum values. Graphing the Ordered Pairs. Graphing on Calculator.

By hans
(147 views)

Review of Vector Analysis

Review of Vector Analysis

Review of Vector Analysis. Review of Vector Analysis Vector analysis is a mathematical tool with which electromagnetic (EM) concepts are most conveniently expressed and best comprehended. A quantity is called a scalar if it has only magnitude (e.g.,

By zanta
(568 views)

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