SOC101Y University of Toronto 2013-14 Robert Brym Online Mini-Lecture #2 Rates Click icon to repeat audio Right cursor to advance ->

Slides:



Advertisements
Similar presentations
Start with your equation Move the # term to the other side, and leave a space Determine what HALF of the coefficient of X is Factor the left side Write.
Advertisements

Solving Quadratic Equations – Graphing Method This presentation explains how to solve quadratic equations graphically. Note that all non-zero terms have.
Mrs. Navickas Algebraically: 1 Solve for y, if necessary. If equation is given equal to zero or a y is not present, rewrite in descending powers of x.
Solving Equations = 4x – 5(6x – 10) -132 = 4x – 30x = -26x = -26x 7 = x.
1.2 Functions & their properties
“Teach A Level Maths” Statistics 1
To solve equations using Intersect method with a graphing calculator Process 1.Enter y 1 = (left side of the equation). ENTER 2.Enter y 2 = (right side.
Error Bars & Uncertainty in Slope IB DP Physics. Error Bars  Used on graphs to display the uncertainty in measurements of the data points.  There may.
Calculator Shortcut – Solving Trinomials
Chapter 11: Random Sampling and Sampling Distributions
EXAMPLE 1 Solve absolute value inequalities
Essential Question: Describe two methods for solving polynomial equations that have a degree greater than two.
Solving and Graphing Inequalities on a Number Line
Prime Factorization.
Copyright © Cengage Learning. All rights reserved. 12 Further Applications of the Derivative.
SOC101Y University of Toronto Robert Brym Online Mini-Lecture #6 Correlation Click icon to repeat audio Right cursor to advance ->
x 3 3 x 10. Using multiplication facts · It is vital that children know their times tables as all the work higher up the school relies on.
SOC101Y University of Toronto Robert Brym Online Mini-Lecture #4 Inflation Click icon to repeat audio Right cursor to advance -> Left cursor to.
SOC101Y University of Toronto Robert Brym Online Mini-Lecture #7 Establishing Causality in Experimental and Nonexperimental Research Click icon.
It’s All About Properties of Equality. How could properties of equality be applied to solve this equation? Example 1: 3x + 11 = 32 What is the value of.
SOC101Y University of Toronto Robert Brym
Logarithmic and Exponential Equations Solving Equations.
 Objectives: You will be able to: 1. State Newton’s second law and describe how it is related to motion 2. Explain how Newton’s second law describes.
Worked Out Answer 1.2 1f from: Maths in Motion – Theo de Haan.
Review of Inequalities Less than/ Greater than Less than or equal to/ Greater than or equal to Represented with an open circle on a number line. Does not.
Directional selection When individuals at one end of the curve have a higher fitness than individuals in the middle or at the other end.
Inequalities Symbols and line graphs. Symbols  < is less than  > is greater than  < is less than or equal to  > is greater than or equal to points.
Solving and using number lines Inequalities. Inequalities and Equalities What’s the difference? What are the answers?
Math 9 Lesson #23 – Absolute Value Equations and Inequalities Mrs. Goodman.
Dr. Shildneck Fall, 2015 SOLVING SYSTEMS OF EQUATIONS USING MATRICES.
Warm-Up 2.10 Solve the following. 8x x + 9 = 0 Answers: x = -1.5 or x =
Solving Absolute Value Equations The absolute value of x is defined as Example 1.
Scientific Notation What is scientific Notation? Scientific notation is a way of expressing really big numbers or really small numbers. It.
Solving Quadratic-Linear Systems
SOC101Y Introduction to Sociology Professor Robert Brym Lecture #2 21 Sep 11 Course Website
PSAT 8/9: Understanding the Score Report
1 Finding Equations For Lines A SLIDE SHOW This slide show can be used to practice finding the equation of a line when the graph line is given. Written.
APPLICATIONS OF INTEGRATION AREA BETWEEN 2 CURVES.
7.1 What is a Sampling Distribution? Objectives SWBAT: DISTINGUISH between a parameter and a statistic. USE the sampling distribution of a statistic to.
VOCABULARY CHECK Prerequisite Skills 1. Draw a coordinate plane and label the x -axis, y - axis, origin, and Quadrant III. 2. In the inequality x ≥ 8,
Prime Factorization. What is Prime Factorization? The process of converting a number into a product of prime numbers.
Solving multi step equations. 12X + 3 = 4X X 12X + 3 = 3X X 9X + 3 = X = X =
Solving equations with variable on both sides Part 1.
Distributive Property Lesson 1.10:. Application Problem  A guitar has 6 strings. How many strings are there on 3 guitars?  Write a multiplication sentence.
Insert your name and class period here. 1. What is the goal of every equation you solve? 2. How do we accomplish this goal? Type your answer here.

THE MOUSE Left Click THE MOUSE Right Click.
How to Planning a Trip Via Road from Brisbane to Cairns
Solving Absolute Value Equations
Click here for the answer. Click here for the answer.
Click here for the answer. Click here for the answer.
Graphing Quadratic Inequalities
Click here for the answer. Click here for the answer.
Compound Inequalities
Solving Two-Step Equations
Notes Over 11.2 Number Compared to Base is Unknown
Section 13.4 Measures of Central Tendency
1.2 Compare and ordering Positive and Negative Integers
Section P7 Equations.
Notes Over 1.7 Solving Inequalities
Learn to solve equations using addition and subtraction.
Notes Over 1.7 Solving Inequalities
Linear and Quadratic Functions
Advanced Chapter One Equations
Grade 6 Patterning and Algebra Unit
Devon Malave & Emily Wodzinski
Do not use a calculator for the following!!.
Solving Equations Containing Trinomials
Inequalities x > a Means x is greater than a
Presentation transcript:

SOC101Y University of Toronto Robert Brym Online Mini-Lecture #2 Rates Click icon to repeat audio Right cursor to advance ->

Click icon to repeat audio Right cursor to advance -> Left cursor to go back <-

SmallvilleBigville Population, 20125,7507,420 Number of marriages, Q: In which town was marriage more frequent in 2012? A: Bigville – 19 marriages took place there while 14 marriages took place in Smallville. Q: In which town was marriage more popular in 2012? A: Offhand, it’s hard to say. The higher frequency of marriage in Bigville may have been the result of the fact that more people lived there. We can’t easily say where marriage was more popular. Q: How can we find out where marriage was more popular? A: By calculating the marriage rate for both towns and comparing the rates. Click icon to repeat audio Right cursor to advance -> Left cursor to go back <-

Q: What is a rate? A: A rate is the frequency with which an event occurs in a given place and time period for every x units, where x equals 1,000, 100,000 or some other standard number. Click icon to repeat audio Right cursor to advance -> Left cursor to go back <-

To find the marriage rate in each town, you need to solve for x in the following equation: Number of marriages, 2012 = __x__ Population, 20121,000 SmallvilleBigville Population, 20125,7507,420 Number of marriages, Click icon to repeat audio Right cursor to advance -> Left cursor to go back <- Standard number Rate

For Smallville: Number of marriages, 2012 = __x Population, 20121,000 14__ = x____ 5,750 1, * 1,000 = 5,750 * x 14,000 = 5,750x 14,000/5,750 = x 2.43 = x = marriage rate for Smallville SmallvilleBigville Population, 20125,7507,420 Number of marriages, For Bigville: Number of marriages, 2012 = __x Population, 20121,000 19___ = x____ 7,420 1, * 1,000 = 7,420 * x 19,000 = 7,420x 19,000/7,420 = x 2.56 = x = marriage rate for Bigville In Smallville, 2.43 marriages took place for every 1,000 residents. In Bigville, 2.56 marriages took place for every 1,000 residents. We conclude that marriage was slightly more popular in Bigville; the greater frequency of marriage was not just the result of the fact that Bigville was bigger than Smallville was. Click icon to repeat audio Right cursor to advance -> Left cursor to go back <-

Upper Slobovia Lower Slobovia Population, 20124,350,7122,479,998 Number of suicides, Q: Where was the suicide rate higher in 2012 – Upper Slobovia or Lower Slobovia? (Calculate the answer and then click anywhere.) A: In Upper Slobovia. For Upper Slobovia: 80/2,479,998 = x/100,000 80*100,000 = 2,479,998x 8,000,000/2,479,998 = x = 3.22 = suicide rate For Upper Slobovia: 112/4,350,712 = x/100, *100,000 = 4,350,712x 11,200,000/4,350,712 = x = 2.57 = suicide rate Click icon to repeat audio Right cursor to advance -> Left cursor to go back <-

SOC101Y University of Toronto Robert Brym Online Mini-Lecture #2 Rates Left cursor to go back <- END