Comparison

Polynomial vs Polynomial Regression

Price, ratings, monetisation and update history for both apps, side by side β€” with what reviewers say about each.

Head to head
About

Polynomial

Features
Read full description

The PolynomialSolver is carefully designed to be a simple and elegant app. Easy to use, easy to understand, simple and effective It solves (finds all the roots) polynomials of any order (any degree). Roots can be real, complex or combination of both. No problem. This app has you covered. To find all the solutions, it uses Aberth Ehrlich algorithm for higher order polynomials. The polynomial is beautifully presented in mathematical format. You can also solve multiple polynomials at once. You can also share the polynomial and its solution. Perform the polynomial division to find the quotient and remainder. This app also plots beautiful graph of the polynomial(s) so that you can visualize the solution in the graph. The graph can be shared with other or it can be saved locally on your device. It automatically saves your hard work locally on your device so you can come back and pick up from where you left off as your great effort will not be lost. This is a perfect app if you are a student learning to solve these kind of equations. There is also a Study page to help you with learning some important polynomial concepts. This is an app for all student groups. From high school to college to university students. Be creative. Enjoy the app!

About

Polynomial Regression

Features
Read full description

Polynomial Regression is your calculator and, more importantly, learning tool. You will be able to: * Construct polynomials of up to 20 degrees from either real or complex roots. * Interpolate polynomials from points by Lagrange, Newton or Vandermonde methods and Quadratic or Cubic splines. * Perform Least Squares approximation by orthogonal projection, with or without QR factorization, or partial derivatives. * Learn about each of the algorithms with derivations, proofs, step by step demonstrations, and visual tools. * Have an option to enter data by either typing or tapping on XY plane, and save data sets between program runs.

Screenshots

Polynomial4 screens
Polynomial Regression4 screens

Verdict

The call

The clearest difference is price: Polynomial Regression at Free against Polynomial's $1.99. On update cadence, ads, in-app purchases and device support there is nothing between them.

Scored on Price Β· Rating Β· Positive reviews Β· Number of ratings Β· Update frequency Β· Ads Β· In-app purchases Β· Monetization Β· Best chart rank Β· Devices Β· Requires iOS

CostPrice Β· In-app purchases Β· Ads Β· Monetization

Polynomial Regression is free to download; Polynomial costs $1.99 up front. Neither carries in-app purchases, so what you see is what you pay.

UpkeepUpdate frequency

Polynomial ships an update monthly, Polynomial Regression every 3 weeks. The most recent releases landed on August 16, 2026 and December 14, 2025 respectively.

Scorecard1 real difference Β· 5 level
Polynomial versus Polynomial Regression: the parameters behind the verdict, then further details
ParameterPolynomialPolynomial Regression
Price$1.99Free β€” better
Update frequencyMonthlyEvery 3 weeks β€” better
AdsNoNo
In-app purchasesNoNo
DevicesiPhone, iPad, iPodiPhone, iPad, iPod
Requires iOS15.115.0 β€” better
Further details β€” not scored
Size36 MB4 MB
Age rating4+4+
DeveloperOm Prakash ChapagainYuri Morozov

In-app purchases

None

Polynomial

No in-app purchases

None

Polynomial Regression

No in-app purchases

Questions

Is Polynomial free?
Polynomial costs $1.99, with no in-app purchases.
Is Polynomial Regression free?
Polynomial Regression is free to download, with no in-app purchases.
Do Polynomial or Polynomial Regression have ads?
Neither Polynomial nor Polynomial Regression shows ads.
Which is updated more often, Polynomial or Polynomial Regression?
Polynomial ships an update monthly, and Polynomial Regression every 3 weeks. Most recently, Polynomial was updated on August 16, 2026 and Polynomial Regression on December 14, 2025.

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