Enter 3x3 states via manual input or camera. Receive step-by-step solving instructions. Check configurations and get solution paths. Track progress through each solving step. Sync with external devices for advanced features.
Solve problems by inputting two angles and one side. Calculate missing angles and sides. Handle cases with two sides and one angle or three sides. Provide step-by-step solutions and formulas.
Create and animate particle effects in space with drawing tools and customization options. Adjust particle colors and gravity settings. Import images and record videos in full version. Supports iPad for enhanced experience.
Solve problems by scanning or uploading images. Receive detailed step-by-step explanations for various topics. Practice with AI-generated exercises tailored to individual skill levels. Track progress over time with built-in performance analytics.
Solve mathematical equations with AI-powered step-by-step guidance. Graph functions and analyze results. Perform complex calculations and receive real-time explanations. Export solutions and share results. Sync with devices for continued use.
The app calculates geometric forms and bodies including triangles, circles, rectangles, cones, cuboids, and cylinders. Users can view calculation steps and draw figures with calculated values.
Scan and solve equations by snapping photos or typing them. Upload assignments for step-by-step solutions. Access explanations and practice problems. Track progress and set study goals. Sync notes across devices.
Solve problems by snapping photos of equations. Recognize handwritten and printed text. Get step-by-step explanations and solutions. Support algebra, calculus, and geometry. Share results via email or messaging.
Solve algebra equations step-by-step. Practice arithmetic operations anytime. Access over 100,000 grade-specific word problems with explanations. Receive personalized feedback and progress tracking.
Solve problems by snapping photos or uploading images. Receive step-by-step solutions with detailed explanations. Customize learning paths based on problem complexity. Track progress and revisit previous problems for review.