TI Calculator Simulator

Visual Function Analysis:

• Multiple Functions: Graph up to 10 functions simultaneously (Y1, Y2, Y3...)
• Function Types: Linear, quadratic, polynomial, exponential, logarithmic, trigonometric
• Interactive Features: Zoom, trace, find intersections and zeros
• Window Settings: Customize X and Y ranges for optimal viewing
• Table Mode: Generate value tables for any function
• Parametric Plotting: Graph parametric equations with t-parameter

Examples:

• Quadratic: Y1 = x² - 4x + 3
• Exponential: Y2 = 2^x
• Trigonometric: Y3 = sin(x) + cos(2x)

Perfect for: Calculus, algebra, function analysis, data visualization

Complete Logarithm Support:

• Common Logarithm (LOG): Base-10 logarithms for scientific notation and pH calculations
• Natural Logarithm (LN): Base-e logarithms for calculus and exponential growth
• Change of Base: Calculate logarithms with any base using LOG(x)/LOG(base)
• Logarithmic Properties: Utilize log(ab) = log(a) + log(b) for complex calculations
• Inverse Operations: Seamlessly switch between exponential and logarithmic forms

Real-world Applications:

• pH calculations in chemistry: pH = -log[H⁺]
• Decibel measurements: dB = 10×log(P₁/P₀)
• Earthquake magnitude: Richter scale calculations
• Population growth models and half-life calculations

Perfect for: Chemistry, physics, biology, economics, engineering

Powerful Exponential Operations:

• Power Functions (x^y): Calculate any base raised to any power
• Euler's Number (e): Natural exponential function e^x for continuous growth
• Scientific Notation: Handle very large and very small numbers efficiently
• Compound Interest: Financial calculations with A = P(1+r)^t
• Exponential Growth/Decay: Model population, radioactive decay, bacterial growth
• Root Extraction: Calculate nth roots using fractional exponents

Mathematical Examples:

• 2^10 = 1024 (computer science)
• e^(iπ) + 1 = 0 (Euler's identity)
• Growth: P(t) = P₀ × e^(rt)

Applications:

• Compound interest and investment calculations
• Population dynamics and epidemiology
• Nuclear physics and carbon dating
• Signal processing and electrical engineering

Perfect for: Finance, biology, physics, engineering, computer science

Comprehensive Mathematical Operations:

• Basic Operations: Addition (+), Subtraction (−), Multiplication (×), Division (÷)
• Order of Operations: Follows PEMDAS/BODMAS automatically
• Fraction Arithmetic: Work with mixed numbers and improper fractions
• Decimal Precision: High-precision calculations up to 14 significant digits
• Percentage Calculations: Quick percentage, markup, and discount calculations
• Memory Functions: Store and recall intermediate results

Advanced Features:

• Chain Calculations: Continue calculating with previous results
• Parentheses Support: Complex nested expressions like (5+3)×(2-1)
• Negative Numbers: Handle negative values with the (−) key
• Scientific Notation: Automatic conversion for very large/small numbers

Examples:

• Complex: ((12+8)×3−5)÷(2+3) = 11
• Scientific: 6.022×10²³ (Avogadro's number)
• Percentage: 15% of 240 = 36

Perfect for: Daily calculations, homework, business math, scientific computation

Intelligent Memory System:

• STO→ Function: Store any calculated result to memory variables (A-Z)
• Variable Recall: Instantly recall stored values for complex multi-step problems
• List Storage: Save sequences of numbers for statistical analysis
• Function Storage: Store frequently used functions for quick access
• Constants Library: Built-in mathematical and physical constants
• History Memory: Access previous calculations and results

Practical Examples:

• Multi-step Physics: Store intermediate values like velocity, then calculate kinetic energy
• Financial Planning: Store principal, rate, time for multiple loan calculations
• Chemistry Problems: Store molar masses, concentrations for complex stoichiometry
• Engineering: Store material properties, dimensions for structural calculations

Usage Tips:

• Use descriptive variable names: A for area, V for volume
• Store constants like π, e for repeated use
• Build complex formulas step by step using stored variables

Perfect for: Complex problem solving, scientific research, engineering design

Authentic TI-84 Plus Experience:

• Visual Fidelity: Identical layout, colors, and button arrangement as physical TI-84 Plus
• Screen Simulation: Authentic LCD display with proper contrast and character spacing
• Button Response: Realistic tactile feedback with visual button press animations
• Mode Indicators: Real status displays (REAL, RAD, AUTO, etc.)
• Menu Systems: Authentic MATH, APPS, PRGM, and VARS menus
• Error Messages: Real TI calculator error codes and messages

Educational Benefits:

• Test Preparation: Practice with the exact interface used in SAT, ACT, AP exams
• Homework Compatibility: Use the same calculator your teacher demonstrates
• No Learning Curve: Seamless transition between physical and virtual calculator
• Always Available: Access your calculator anywhere with internet connection

Professional Features:

• Keyboard Shortcuts: Use computer keyboard for faster input
• Copy/Paste: Transfer calculations to other applications
• Screenshot Capability: Capture graphs and calculations for reports
• No Battery Concerns: Never worry about power during important calculations

Technical Specifications:

• 84×48 pixel LCD display simulation
• 14-digit precision floating point arithmetic
• 96×64 pixel graphing area
• Compatible with TI-BASIC programming concepts

Perfect for: Students, educators, professionals who need reliable TI calculator access