---
title: "My Quadratic - Reviews, Revenue and Downloads in United States | Apple App Store"
description: "This app is an interactive graphing math book in which high school, college students and science lovers can observe and try out various ways of analyzing a quadratic function with graphing features.  "
---

# My Quadratic — United States
> Helps learn quadratic function

![My Quadratic App Icon](https://is1-ssl.mzstatic.com/image/thumb/Purple211/v4/c2/a0/1c/c2a01cd2-d084-86b6-0bb8-e22c886abecc/AppIcon-3-1x_U007emarketing-0-10-0-85-220-0.png/434x0w.png)

**Developer:** [Thinh Le](https://apptail.io/developer/thinh-le-BsW)
**Category:** Education
**Rating:** 1.0/5 (1 ratings)
**Price:** Free
**Bundle ID:** com.thinhmle.MyQuadratic
**Store:** Apple App Store
**Country:** United States
**Version:** 5.0 (released 2026-06-27)
**Original Release:** 2015-12-19
**Languages:** English

**App Store Link:** [Download on Apple App Store](https://apps.apple.com/us/app/app/id1066053060)
**AppTail Page:** [https://apptail.io/app/my-quadratic-EBgj/united-states](https://apptail.io/app/my-quadratic-EBgj/united-states)

## My Quadratic Description
This app is an interactive graphing math book in which high school, college students and science lovers can observe and try out various ways of analyzing a quadratic function with graphing features.  

Students are gradually introduced the theory behind a quadratic function with various parameters. Mathematically, a quadratic function may be expressed in one of the three forms: the vertex form, the general form, and the factored form. This app shows techniques to find the zeros, the coordinates of the vertex, the y-intercept; to draw the corresponding parabola and its axis of symmetry; as well as to algebraically convert from one form to another. 

There are formula-specific calculators (CalPad) and parabola plotter (PlotPad) that help students characterize a quadratic function using domain, range, and variations; and visualizing the relative size and shape of the transformed parabola compared to the basic one.

• The vertex form: f(x) = a(x - h)² + k

• The general form: f(x) = ax² + bx + c

• The factored form: f(x) = a(x - x₁)(x - x₂)

## My Quadratic Screenshots
- [Screenshot 1](https://is1-ssl.mzstatic.com/image/thumb/Purple126/v4/e7/1d/b2/e71db2d5-7eed-b3ff-41ec-612447060c22/mzl.metdgnmp.png/640x960.png)
- [Screenshot 2](https://is1-ssl.mzstatic.com/image/thumb/Purple126/v4/fb/81/4f/fb814fb9-563c-7e69-9e5b-b5f0f64f1dc4/mzl.sazyrjeo.png/640x960.png)
- [Screenshot 3](https://is1-ssl.mzstatic.com/image/thumb/Purple126/v4/c5/ff/e2/c5ffe2d1-b4ef-ec0f-596e-593cc5c51bb1/mzl.jyadbtdu.png/640x960.png)
- [Screenshot 4](https://is1-ssl.mzstatic.com/image/thumb/Purple126/v4/e8/e2/f3/e8e2f3f1-b474-426f-baf8-9757f83773aa/mzl.bjizcjwt.png/640x960.png)
- [Screenshot 5](https://is1-ssl.mzstatic.com/image/thumb/Purple126/v4/4c/41/6e/4c416e98-a9b7-4e25-1ecb-2eaf9a4991cc/mzl.cspncwtp.png/640x960.png)

## My Quadratic Rating Breakdown in United States
- 5 stars: 0 (0%)
- 4 stars: 0 (0%)
- 3 stars: 0 (0%)
- 2 stars: 0 (0%)
- 1 stars: 1 (100%)





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## My Quadratic Available In
- [United States](https://apptail.io/app/my-quadratic-EBgj/united-states)
- [Argentina](https://apptail.io/app/my-quadratic-EBgj/argentina)
- [Australia](https://apptail.io/app/my-quadratic-EBgj/australia)
- [Azerbaijan](https://apptail.io/app/my-quadratic-EBgj/azerbaijan)
- [Belgium](https://apptail.io/app/my-quadratic-EBgj/belgium)
- [Brazil](https://apptail.io/app/my-quadratic-EBgj/brazil)
- [Belarus](https://apptail.io/app/my-quadratic-EBgj/belarus)
- [Canada](https://apptail.io/app/my-quadratic-EBgj/canada)
- [Switzerland](https://apptail.io/app/my-quadratic-EBgj/switzerland)
- [Chile](https://apptail.io/app/my-quadratic-EBgj/chile)
- [Colombia](https://apptail.io/app/my-quadratic-EBgj/colombia)
- [Czechia](https://apptail.io/app/my-quadratic-EBgj/czechia)
- [Denmark](https://apptail.io/app/my-quadratic-EBgj/denmark)
- [Dominican Republic](https://apptail.io/app/my-quadratic-EBgj/dominican-republic)
- [Algeria](https://apptail.io/app/my-quadratic-EBgj/algeria)
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- [France](https://apptail.io/app/my-quadratic-EBgj/france)
- [United Kingdom](https://apptail.io/app/my-quadratic-EBgj/united-kingdom)
- [Greece](https://apptail.io/app/my-quadratic-EBgj/greece)
- [Hong Kong SAR China](https://apptail.io/app/my-quadratic-EBgj/hong-kong)
- [Indonesia](https://apptail.io/app/my-quadratic-EBgj/indonesia)
- [Ireland](https://apptail.io/app/my-quadratic-EBgj/ireland)
- [Israel](https://apptail.io/app/my-quadratic-EBgj/israel)
- [India](https://apptail.io/app/my-quadratic-EBgj/india)
- [Italy](https://apptail.io/app/my-quadratic-EBgj/italy)
- [Japan](https://apptail.io/app/my-quadratic-EBgj/japan)
- [South Korea](https://apptail.io/app/my-quadratic-EBgj/south-korea)
- [Kuwait](https://apptail.io/app/my-quadratic-EBgj/kuwait)
- [Kazakhstan](https://apptail.io/app/my-quadratic-EBgj/kazakhstan)
- [Lebanon](https://apptail.io/app/my-quadratic-EBgj/lebanon)
- [Mexico](https://apptail.io/app/my-quadratic-EBgj/mexico)
- [Malaysia](https://apptail.io/app/my-quadratic-EBgj/malaysia)
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- [Philippines](https://apptail.io/app/my-quadratic-EBgj/philippines)
- [Pakistan](https://apptail.io/app/my-quadratic-EBgj/pakistan)
- [Poland](https://apptail.io/app/my-quadratic-EBgj/poland)
- [Portugal](https://apptail.io/app/my-quadratic-EBgj/portugal)
- [Romania](https://apptail.io/app/my-quadratic-EBgj/romania)
- [Russia](https://apptail.io/app/my-quadratic-EBgj/russia)
- [Saudi Arabia](https://apptail.io/app/my-quadratic-EBgj/saudi-arabia)
- [Sweden](https://apptail.io/app/my-quadratic-EBgj/sweden)
- [Singapore](https://apptail.io/app/my-quadratic-EBgj/singapore)
- [Thailand](https://apptail.io/app/my-quadratic-EBgj/thailand)
- [Türkiye](https://apptail.io/app/my-quadratic-EBgj/turkey)
- [Uzbekistan](https://apptail.io/app/my-quadratic-EBgj/uzbekistan)
- [Vietnam](https://apptail.io/app/my-quadratic-EBgj/vietnam)
- [United Arab Emirates](https://apptail.io/app/my-quadratic-EBgj/united-arab-emirates)
- [South Africa](https://apptail.io/app/my-quadratic-EBgj/south-africa)

---

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