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science

Audio Math

Hosted by Michael Cirone · science · EN-US

23 episodesAudience: 3
Apple PodcastsWebsite

About this Podcast:

I'll be talking through math problems without visuals! It will be quite the challenge and interesting.

Pitch Analysis

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Contact path

Public web form

Booking probability

29%

Guest openness

Selective

80/100
Required Score

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Questions about Audio Math

Who hosts Audio Math?

Audio Math is hosted by Michael Cirone. The show has published 23 episodes to date.

What has Audio Math covered recently?

Recent episodes include "2nd Order Derivative Problem and Linearity" (1 April 2026, 49 minutes), "Linearity And Linear Operators" (26 March 2026, 64 minutes), and "Linear Algebra 5 - Raising E To A Matrix" (21 March 2026, 55 minutes).

How often does Audio Math publish?

Audio Math publishes roughly a few times a week, with episodes averaging 31 minutes across 23 episodes.

How hard is it to get booked on Audio Math?

Booking probability for Audio Math is 29%, and the host is rated Selective on guests. Audio Math requires a Pod Score of 80 or higher. Audio Math's contact route on record: public web form.

Who should pitch Audio Math?

The strongest fits for Audio Math are Courses, Coaching & Lessons. Audio Math has a science audience.

About the host

Michael Cirone hosts Audio Math, a science podcast with 23 episodes published.

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Recent episodes

Our AI reads these to draft pitches. Use them as grounding for a pitch that cites a real guest and a specific topic.

  • Apr 1, 202649 minS0

    <p>Will solve and play around with a second order derivative problem that includes word problem intuition using population growth. Think acceleration! Includes linearity practice and analysis.</p>

  • Mar 26, 20261h 4mS0

    <p>Will discuss the powerful concept of linearity and introduce linear operators! After introduction to concepts, will use linearity to solve an equation for rabbit population growth in the much discussed rabbit and fox...

  • Mar 14, 202632 minS0

    <p>Will discuss matrix to matrix multiplication, dot product operation and inverse matrices, enjoy!</p>

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  • Mar 4, 202614 minS0

    <p>Will discuss the idea behind this podcast, which is to relearn math in a completely new way that emphasizes mental math and doing math away from the desk! It is part science project and part accessibility project!</p>

  • Mar 4, 202628 minS0

    <p>Will give guidance on how to listen to this podcast and what episodes to start on given your math background. Also will do a crash course in pre-calculus math needed for any episode.</p>

  • Mar 2, 202617 minS0

    <p>Will share my favorite way to understand exponential growth and how this reveals the importance of Euler's number "e". And discuss how e^x and natural log functions are two sides of the same coin.</p>

  • Feb 23, 202639 minS0

    <p>Let's do a rocket science problem! Will calculate accumulated velocity of a rocket from takeoff and include the rocket changing mass due to fuel burning. Will use change of variable to solve things. As always, will...

  • Feb 17, 202621 minS0

    <p>Let's see how change of variable or u-substitution can be done to a simple integral problem. Change of variable is a powerful tool for simplifying harder integrals, but this episode will be for intro to change of...

  • Feb 3, 202630 minS0

    <p>Let's deeply investigate the natural log function and its derivative function, which is the reciprocal function 1/x. Very cool findings in regards to logarithm consistent shift trait and reciprocal function scale...

  • Jan 29, 202631 minS0

    <p>Really great episode on logarithms, their rules and continuous exponential growth. There are easy problems to start and get warmed up, followed by tougher problems to increase understanding. Enjoy!</p>

  • Jan 25, 202621 minS0

    <p>Going to discuss exponential growth and decay!</p><p><br></p><p>Will talk about discrete and continuous cases for both. Will walk through examples and the math that powers them!</p><p><br></p><p>Note: Early on I...

  • Jan 23, 202627 minS0

    <p>This is a series on modeling the position of a mass on a spring at any time.In this part 3, the discovered "spring mass position" solution will be used to see how the mass will behave given specific initial...

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