MathSlopes with JuliaReversing the order - one more (and better) video with two examples: youtu.be/3MIh0Tng9U4 Learn how to reverse limits of integration. Use U-substitution to finish integration.
Evaluate the integral by reversing the order of integrationMathSlopes with Julia2021-10-13 | Reversing the order - one more (and better) video with two examples: youtu.be/3MIh0Tng9U4 Learn how to reverse limits of integration. Use U-substitution to finish integration.DAT 250: Final Project explanationMathSlopes with Julia2025-12-03 | ...Math Modeling in SPACE: NASA Planetary Defense Research, DART mission and asteroidsMathSlopes with Julia2025-05-24 | Math Will Safe The World: PART 3
Mathematical Modeling in Space Science: Utilizing mathematical models to understand celestial mechanics and protect Earth from potential asteroid impacts.
Music: Five Armies by Kevin MacLeod is licensed under a Creative Commons Attribution 4.0 license. creativecommons.org/licenses/by/4.0Math Modeling in Medicine: Using math to model disease spread, cancer growth, antibiotic resistanceMathSlopes with Julia2025-05-22 | Math Will Safe The World: PART 1
Mathematical Modeling in Medicine: Using math to model disease spread, cancer growth, and antibiotic resistance. At the end, I also mention how we use Artificial Intelligence for early detection of brain tumors using MRI images
Music: Five Armies by Kevin MacLeod is licensed under a Creative Commons Attribution 4.0 license. creativecommons.org/licenses/by/4.0Camera Positioning Practice - PICTUREMathSlopes with Julia2025-05-22 | Follow the instructions in this video and in my announcement in Canvas.Math in MACHINE LEARNING - seminar talkMathSlopes with Julia2025-05-17 | Math Behind AI: Image & Text Recognition with Machine Learning.
In this talk, we will see how math is used to help machines recognize images, understand text, and learn through neural networks. We will look at how math and AI work together in self-driving cars and smart traffic systems, with real examples like the first Uber and Waymo cars in Arizona. We will also explore how math and AI are used in face and voice recognition, the early detection of cancer through MRI image analysis, and the growing ability of AI to generate realistic images from text descriptions. This talk will show how math is at the heart of many exciting advances in technology today.ASU and AZ - Tour for Guests and Potential Hires & studentsMathSlopes with Julia2025-02-21 | Why do we love Arizona State University and Arizona?
Welcome! This guided tour is designed to introduce you to our facilities, culture, and community. Whether you're a guest or a prospective team member, we want to ensure you get a comprehensive view of what makes our ASU so special. I also talk about hobbies like hiking, traveling, dancing, and exploring food options, as well as arts, music festivals, and much more.
I also provide detailed insights into the unique features of Arizona State University as a whole, along with an in-depth look at the School of Mathematical and Statistical Sciences at ASU.Math Will Save The WorldMathSlopes with Julia2025-01-24 | My video for Open Doors: math is much more than equations and theorems. In this short video I will briefly show you, why I feel so excited about math applications in biology, medicine, sport and even space science. I use these examples in my classes because students love learning something cool about AI, image recondition or cancer cell mutations.MyTalk: Make your math class memorable via animations, applications and loads of positivityMathSlopes with Julia2024-11-21 | ...My Talk: Applying for Teaching Jobs at the College LevelMathSlopes with Julia2024-11-21 | How to construct a strong teaching job application and prepare for interviews. Suggestions and common mistakes265: 4.5 #8 A rectangle is inscribed with its base on the x-axis and its upper corners on the parabMathSlopes with Julia2024-07-16 | y=12-x^2 A rectangle is inscribed with its base on the x-axis and its upper corners on the parabola. What are the dimensions of such a rectangle with the greatest possible area? Optimization problems, critical points, min/max265: 3.2 #1 Find the Inverse function of y=5-2e^xMathSlopes with Julia2024-07-13 | Exponential equations, inverse of exponential functions265: 3.1 #5: limit of exponential functionsMathSlopes with Julia2024-07-13 | ...265: 3.1 #4 Limits and exponential functionsMathSlopes with Julia2024-07-13 | ...265: 3.1 #1 Domain of exponential functionsMathSlopes with Julia2024-07-13 | ...265: 4.2 #4: Mean Value Theorem (MVT), find C s.t. f(c)=0MathSlopes with Julia2024-07-13 | ...265: 4.2 #5: Mean Value Theorem (MVT)MathSlopes with Julia2024-07-13 | ...265: 3.5#3: inverse trigs: tan(arcsine): rewrite the expressionMathSlopes with Julia2024-07-13 | Right triangle, inverse trigs265: 3.5 #1: inverse trigonometric functionsMathSlopes with Julia2024-07-13 | unit circle, restricted domain265: 3.5 #2 arctan(x): Inverse trigonometric FunctionsMathSlopes with Julia2024-07-13 | unit circle, arctangent, angles, restricted domain265: 4.3 #2: Critical points, increasing / decreasing , local min, maxMathSlopes with Julia2024-07-13 | CPs, increasing / decreasing , local min, max 1st derivative test265: 2.1 #8 Given the standard expression defining the derivative of a function find f(x) and aMathSlopes with Julia2024-07-12 | limits, definition the derivative265: 3.2 #3 Derivative of inverse, Inverse, compareMathSlopes with Julia2024-07-12 | ...265: 2.8 #4 Differentials, dy vs delta yMathSlopes with Julia2024-07-12 | ...265: 2.5 #15 : Chain Rule via tablesMathSlopes with Julia2024-07-12 | ...265: 2.5 #13 : equation of the tangent line to y=sin(9x)+cos(2x); chain ruleMathSlopes with Julia2024-07-12 | Chain rule, trigs, equation of the tangent line265: 2.2 #1: Definition of the derivative: y=5x+3sqrt(x)MathSlopes with Julia2024-07-12 | Domain, range265: 2.4 #14: find the equation of the tangent line to y=(6x)(cosx) at (pi, -6pi)MathSlopes with Julia2024-07-12 | product rule, equation of the tangent line265: 4.5 #1: minimize the product of A and B if A-B=30MathSlopes with Julia2024-07-12 | Optimization Problems, two numbers265: 1.5 #13 IVT: determine if the equation has roots on (0, 1) using Intermediate Value TheoremMathSlopes with Julia2024-07-11 | Intermediate Value Theorem (IVT)265: 1.5 #11: find the value of C to make the function continuousMathSlopes with Julia2024-07-11 | Piecewise functions , solve for C265: 1.5 #9 Use interval notation to indicate the largest set where f is continuousMathSlopes with Julia2024-07-11 | ...265: 1.5 #7 Find the largest interval (set) of continuity, domainMathSlopes with Julia2024-07-11 | ...265: 1.5 #6 : Piecewise functions, discontinuitiesMathSlopes with Julia2024-07-11 | ...265: 1.5 #3 Piece wise functions; points of discontinuityMathSlopes with Julia2024-07-11 | ...MAT265: 1.5 #1: Find points of discontinuity, left and right limitsMathSlopes with Julia2024-07-11 | ...MAT265: 5.3 #6 (FTC Part 2)MathSlopes with Julia2024-07-11 | ...MAT265: 5.3 #3 (FTC PART 2)MathSlopes with Julia2024-07-11 | ...MAT265: 5.3 #9 Integral of 2^t (FTC Part 2)MathSlopes with Julia2024-07-11 | ...MAT265: 5.3 #7 integral of 5 sec^2 (FTC Part 2)MathSlopes with Julia2024-07-11 | ...MAT265: 5.3 #10 (FTC Part 2)MathSlopes with Julia2024-07-11 | ...256: 5.4 #7 FTC Part 1: hard case (break into two integrals)MathSlopes with Julia2024-07-11 | ...256: 5.4 #4 FTC Part 1 (flip and plug)MathSlopes with Julia2024-07-11 | ...256: 5.4 Four Cases Review for the FTC Part 1MathSlopes with Julia2024-07-11 | 256_5.4 Differentiate the integral (FTC Part 1)256: 5.4#2: Differentiate the integral (FTC Part 1)MathSlopes with Julia2024-07-11 | Fundamental Theorem of Calculus Part 1: Differentiate the integral (FTC Part 1)265: 5.2 #11: estimate the integral using the Comparison of Definite Integrals propertyMathSlopes with Julia2024-07-11 | ...MAT265: 4.5 #6: optimization problem, minimize the cost of the open boxMathSlopes with Julia2024-07-11 | ...MAT265: 4.4 #2 Analyze the functionMathSlopes with Julia2024-07-11 | ...MAT265_2.5#15: Chain Rule via table of dataMathSlopes with Julia2024-06-14 | ...265: 2.5 #17 : (CHAIN RULE) A Cepheid variable star problemMathSlopes with Julia2024-06-14 | A Cepheid variable star is a star whose brightness alternately increases and decreases. Suppose that Cephei Joe is a star for which the interval between times of maximum brightness is 6.1 days. Its average brightness is 4.6 and the brightness changes by +/-0.55. Using this data, we can construct a mathematical model for the brightness of Cephei Joe at time measured in days:265: 2.2 #2: f(x) vs f(x) vs (f(x) via graphsMathSlopes with Julia2024-06-14 | ...