Math PapaPodcasts podcast

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This Is Woman's Work with Nicole Kalil

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QUALIFIED: How Competency Checking and Race Collide at Work with Shari Dunn | 284 33:58

約 13 日前33:58

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33:58

In this episode, we delve into the concept of being "qualified" in the workplace, examining who gets labeled as such, who doesn't, and the underlying reasons. We explore "competency checking"—the practice of scrutinizing individuals' abilities—and how it disproportionately affects underrepresented groups, often going unnoticed or unchallenged. Our discussion aims to redefine qualifications in a fair, equitable, and actionable manner. Our guest, Shari Dunn , is an accomplished journalist, former attorney, news anchor, CEO, university professor, and sought-after speaker. She has been recognized as Executive of the Year and a Woman of Influence, with her work appearing in Fortune Magazine, The Wall Street Journal, Ad Age, and more. Her new book, Qualified: How Competency Checking and Race Collide at Work , unpacks what it truly means to be deserving and capable—and why systemic barriers, not personal deficits, are often the real problem. Her insights challenge the narratives that hold so many of us back and offer practical solutions for building a more equitable future. Together, we can build workplaces and communities that don’t just reflect the world we live in, but the one we want to create. A world where being qualified is about recognizing the talent and potential that’s been overlooked for far too long. It’s not just about getting a seat at the table—it’s about building an entirely new table, one designed with space for all of us. Connect with Our Guest Shari Dunn Website& Book - Qualified: https://thesharidunn.com LI: https://www.linkedin.com/today/author/sharidunn TikTok: https://www.tiktok.com/@thesharidunn Related Podcast Episodes: How To Build Emotionally Mature Leaders with Dr. Christie Smith | 272 Holding It Together: Women As America's Safety Net with Jessica Calarco | 215 How To Defy Expectations with Dr. Sunita Sah | 271 Share the Love: If you found this episode insightful, please share it with a friend, tag us on social media, and leave a review on your favorite podcast platform! 🔗 Subscribe & Review: Apple Podcasts | Spotify | Amazon Music…

Math PapaPodcasts

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Videopodcasts based on various Math Concepts such as: Quadratic Functions - Parabolas and Completing the Square - Polynomials - Expanding, Simplifying Exponent Rules - Algebra II

27 つのエピソード

#School Education #PapaPodcasts #Math #Mathematics #Quadratic #Relations #Trigonometry #Ratio #Geometry #Range #Axis #Symmetry #Square #Algebra #Complete #Video #Podcasting Education #Functional #Parabolas

Math PapaPodcasts

updated 約 16 年前

シリーズのホーム•Feed

Videopodcasts based on various Math Concepts such as: Quadratic Functions - Parabolas and Completing the Square - Polynomials - Expanding, Simplifying Exponent Rules - Algebra II

27 つのエピソード

すべてのエピソード

Math PapaPodcasts

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Parabolas Ep. 4 - Looking at Parabolas When a is a Fraction - 10:07

16 years前

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Math PapaPodcasts

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Factoring Ep.1: Guideline to Factoring - 6:34

16 years前

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KEY CONCEPTS: First step to factoring, is to find a common factor. After that, regardless of whether there is a common factor or not is to count the number of terms. Based on that will determine how to Factor

Math PapaPodcasts

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Polynomials Ep. 8: Special Products (a+b)2 - 6:13

16 years前

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KEY CONCEPTS: (a+b)^2 = a^2+2ab+b^2 - square your a value - first term of your Perfect Square Trinomial - square your b value - third term of your Perfect Square Trinomial - multiply your a and b value together and then multiply that value by 2 to get your middle term of your trinomial

Math PapaPodcasts

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Polynomials Ep. 7 - Multiplying Binomials

16 years前

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KEY CONCEPTS: F.O.I.L Method - First - Outer - Inner - Last Multiplying binomials form trinomials

Math PapaPodcasts

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Parabolas Episode 9 - The Vertex Form of Quadratic Functions (h,k) - 21:12

16 years前

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Math PapaPodcasts

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Parabolas Ep. 7 - Introduction of the (0,k) Vertex Form - 22:38

16 years前

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KEY CONCEPTS: In this video we see how Quadratic Function written in the form of: y=ax^2+k - will lead us to a vertex of (0,k)

Math PapaPodcasts

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Parabolas Ep. 6 - Using the 1,3,5-Pattern for Graphing - 11:30

16 years前

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KEY CONCEPTS: In this video we look at the 1,3,5-Pattern for graphing quadratic function (parabolas). These videos are intended for the viewer to steer away from using Table of Values and to use the Vertex form along with the 1,3,5-Pattern. How did we come up with the 1,3,5-Pattern? Look closely at the differences in the y-axis.…

Math PapaPodcasts

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Parabolas Ep. 2 - The Quadratic Function - 4:16

16 years前

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KEY CONCEPTS: The following video looks at the various ways that quadratic functions can be written. Be on the lookout for such equations, because if you ever come across them you'll know they form a parabola.

Math PapaPodcasts

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Parabolas Ep. 11 - Steps to Completing the Square - 13:32

16 years前

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KEY CONCEPTS: Completing the Square involves converting a quadratic function from STANDARD FORM into a VERTEX FORM. Steps: 1. Group the x's together and keep the constant (c-value) off to the side. 2. Factor the a-value from x^2 and x (IF we have an a-value) 3. Divide the x-value by 2 and then square it. 4. With the value you get from Step 3, add it to your x^2 and x value and subtract it by that same value (don't forget about the c-value - we're not using it yet, until the end) 5. The first 3 terms you have form a Perfect Square Trinomial (P.S.T) - Factor your P.S.T by square rooting your first term of the PST and the third term of the PST 6. Create your binomial of squares (Special Products) 7. Multiply your a-value (IF you factored one out) with the minus value from Step 4. 8. Simplify the number from Step 7 with the c-value we set aside at the start.…

Math PapaPodcasts

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Parabolas Episode 10: Completing the Square - 24:40

16 years前

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KEY CONCEPTS: Completing the Square involves converting a quadratic function from STANDARD FORM into a VERTEX FORM. Steps: 1. Group the x's together and keep the constant (c-value) off to the side. 2. Factor the a-value from x^2 and x ( IF we have an a-value) 3. Divide the x-value by 2 and then square it. 4. With the value you get from Step 3, add it to your x^2 and x value and subtract it by that same value (don't forget about the c-value - we're not using it yet, until the end) 5. The first 3 terms you have form a Perfect Square Trinomial (P.S.T) - Factor your P.S.T by square rooting your first term of the PST and the third term of the PST 6. Create your binomial of squares (Special Products) 7. Multiply your a-value (IF you factored one out) with the minus value from Step 4. 8. Simplify the number from Step 7 with the c-value we set aside at the start. 9 Now you have your equation in VERTEX FORM.…

Math PapaPodcasts

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Parabolas Episode 8 - Introduction of the (h,0) Vertex Form - 21:02

16 years前

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KEY CONCEPTS: This video looks at Quadratic Function written in the form: y=a(x-h)^2 - where the vertex is (h,0) **NOTE: When writing the x-value of the vertex, take the opposite sign of what's within the brackets. (i.e. y=2(x+3)^2 would give us a vertex of (-3,0)

Math PapaPodcasts

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Parabolas Ep. 5 - Looking at Parabolas that Reflect the x-Axis - 9:32

16 years前

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Math PapaPodcasts

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Parabolas Ep. 3 - Looking at the Differences in Simple Quadratic Expressions - 39:34

16 years前

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KEY CONCEPTS: The following podcasts investigates table of values for quadratic functions. Understanding that difference we can graph other quadratic functions without the need to complete a table of values.

Math PapaPodcasts

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Parabolas Episode 1 - Who Cares About Parabolas - 2:34

16 years前

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This short video just looks at how parabolas are everywhere.

Math PapaPodcasts

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Factoring Ep.5: Factor Quadratics (Trinomials), a not = 1 - 10:16

16 years前

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KEY CONCEPTS: Notice that your trinomial is a quadratic function, where the value of a is NOT equal to 1. Use the sum-product rule i.) find 2 numbers that multiply to your "a" and "c" value, that ALSO ADD up to your "b" value. ii.) expand your middle term iii.) factor by grouping iv.) answer should be a set of binomials…