The beauty of my body is not measured by the size of the clothes it can fit into, but by the stories that it tells. I have a belly and hips that say, "We grew a child in here," and breasts that say, "We nourished life." My hands, with bitten nails and a writer's callus, say, "We create amazing things."
I really don't think I need buns of steel. I'd be happy with buns of cinnamon.
~Ellen DeGeneres
Saturday, August 06, 2011
Friday, August 05, 2011
5th Grade Supplemental Math - Week 5
The Coordinate Plane
Graphing Using Intercepts
Graphs of Linear Equations
Slope and Rate of Change
Graphs Using Slope-Intercept Form
Direct Variation Models
Linear Function Graphs
Linear Equations in Slope Intercept Form
Linear Equations in Point Slope Form
Linear Equations in Standard Form
Equations of Parallel and Perpendicular Lines
Thursday, August 04, 2011
Great Commencement Speech:
Ellen DeGeneres: Define Your Own Success
Tulane, 2009: My idea of success is different today. And as you grow, you’ll realize the definition of success changes. For many of you, today, success is being able to hold down 20 shots of tequila. For me, the most important thing in your life is to live your life with integrity, and not to give in to peer pressure. To try to be something that you’re not. To live your life as an honest and compassionate person. To contribute in some way.
So to conclude my conclusion: Follow your passion, stay true to yourself. Never follow anyone else’s path, unless you’re in the woods and you’re lost and you see a path, and by all means you should follow that. Don’t give advice, it will come back and bite you in the ass. Don’t take anyone’s advice. So my advice to you is to be true to yourself and everything will be fine.
Tom Brokaw: Know That Less Can Be More
University of Montana, 2011: We may not have given you a perfect world, but we have given you dynamic opportunities for leaving a lasting legacy as a generation fearless and imaginative, tireless and selfless in pursuit of solutions to these monumental problems, a generation that emerged from this financial tsunami and rebuilt the landscape of their lives with an underpinning of sound values and an eye for proportion, knowing, in fact, that less can be more. It will not be easy, but I can promise you it will be rewarding in ways that a Wall Street bonus or a shot on American Idol cannot compete.
So where to begin? … It will be the most rewarding if it is rooted in personal passion and carried out with purpose, even when the first steps are small. You have an assortment of nimble and powerful tools that can assist you, and the Internet, with its vast universe of information and a capacity for research and communications playing out on ever-smaller devices across an ever-widening spectrum of choices. But those are tools; they're not oracles. They complement your mind and your heart, but they do not replace them.
5th Grade Supplemental Math - Week 4
Introduction to matrices
Matrix multiplication (part 1)
Matrix multiplication (part 2)
Inverse Matrix (part 1)
Inverting matrices (part 2)
Inverting Matrices (part 3)
Matrices to solve a system of equations
Matrices to solve a vector combination problem
Singular Matrices
3-variable linear equations (part 1)
Solving 3 Equations with 3 Unknowns
Linear Algebra: Introduction to Vectors
Linear Algebra: Vector Examples
LinLinear Algebra: Parametric Representations of Lines
Linear Combinations and Span
Wednesday, August 03, 2011
Tuesday, August 02, 2011
5th Grade Supplemental Math - Week 2
Decimal Place Value
Decimal Place Value 2
Decimals and Fractions
Converting Fractions to Decimals
Comparing Decimals
Rounding Decimals
Decimals on a Number Line
Comparing Decimals
Adding Decimals
Subtracting Decimals
Subtracting Decimals Word Problem
Multiplying Decimals
Multiplying a Decimal by a Power of 10
Dividing Decimals
Dividing a Decimal by a Power of 10
Dividing Decimals 2.1
Mulitplyling Decimals 3
Estimation with Decimals
Monday, August 01, 2011
5th Grade Supplemental Math - Week 1
Numerator and Denominator of a Fraction
Identifying Fraction Parts
Proper and Improper Fractions
Converting Mixed Numbers to Improper Fractions
Changing an Improper Fraction to a Mixed Number
Recognizing Divisibility
Finding Factors of a Number
Prime Factorization
Recognizing Prime Numbers
Equivalent Fractions
Fractions in lowest terms
Comparing Fractions
Comparing Fractions 2
Multiplying Fractions