Slopeofdiffe is made and published by Shahika Bansal. AppBrain is an independent app data site and isn't affiliated with Shahika Bansal. The app name, icon, screenshots and description belong to Shahika Bansal and are shown as published on the App Store.
AppBrain's verdict
- Last updated
- October 16, 2025
Releases
Updates seen on the App Store- Version
- 1.0
- Launched
- October 2025
No changelog data
User feedback
Ratings and reviews on the App StoreComments on Slopeofdiffe for iOS
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Technology
Found in the app by AppBrain- Price
- Free
- App size
- 5.34 MB
- Content rating
- Everyone
Technologies used by Slopeofdiffe
About the app and developer
About Slopeofdiffe
Slopeofdiffe was an utilities app developed by Shahika Bansal. It was removed from the App Store Nov 28, 2025.
User Ratings
The app had no ratings.
App Information
Slopeofdiffe was free. The app size was 5.34 MB. The last available version was 1.0. The last update was on October 16, 2025.
Technical Requirements
The app had a content rating of Everyone. The app had been available on the App Store since October 2025.
Developer information for Shahika Bansal
Address:
Frequently asked questions about Slopeofdiffe
Is Slopeofdiffe free?
Yes. Slopeofdiffe was free on the App Store.
Is Slopeofdiffe still available?
No. Slopeofdiffe was removed from the App Store. We last saw it there Nov 28, 2025.
How large is Slopeofdiffe?
Slopeofdiffe is 5.34 MB.
Is Slopeofdiffe suitable for children?
App Store rates the content of Slopeofdiffe as suitable for everyone.
Who made Slopeofdiffe?
Slopeofdiffe was developed by Shahika Bansal. It was listed in the utilities category on the App Store.
What are the best alternatives to Slopeofdiffe?
People looking at Slopeofdiffe also look at these utilities apps: Derivativevisua, Derivativeofletter, MagicTale Creator, PetterHomie, ArtGardenCut.
Store listing
By Shahika Bansal, from the App StoreSimilar apps
Description by Shahika Bansal Written by the developer, not by AppBrain. Click to read.
Main functions
Slope field drawing
-Visualize the slope field of the first-order differential equation dy/dx=f (x, y)
-Support custom function input
-Adjustable grid density and arrow size
-Real time preview of slope field changes
Draw the solution curve
-Click on any initial condition point and draw an approximate solution curve for that point
-Support simultaneous display of multiple initial conditions
-Curve animation demonstration
-Adjustable drawing accuracy and range of solution curve
Numerical solution demonstration
-Demonstration of Euler numerical solution algorithm
-Adjustable step size, observing changes in accuracy
-Comparison with other numerical methods (improved Euler method, fourth-order Runge Kutta method)
-Error analysis and visualization