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GCalc-D: Online Graphing Calculator with Derivatives
To use this graphing calculator, select Graph Type: Function, Parametric Curve, Equation or Point Set, and select Coordinate System: Cartesian or Polar.
Sophisticated, Easy to Use. The Most Powerful and the Most Accurate Online 2D Graphing Calculator and Derivative Calculator
■ To graph a function, parametric curve or equation, or to plot Points type in the expression and press Draw Graph (or press Enter on the keyboard).
■ To draw two or more graphs on the same coordinate plane first press Draw Multiple Graphs.... Quick Start
| Expression | Type in | ||
|---|---|---|---|
| 2(-3)-(-4) | 2(-3)-(-4) or 2*-3--4 | ||
| x2 | x^2 (or xx) | ||
| -x2 | -x^2 (or -xx) | ||
| x-2 | x^-2 | ||
| (x-3)2 | (x^-3)^2 or x^-3^2 | ||
|
4x^2/-3 | ||
|
(x+2)/(3x) | ||
| ex + e-x | e^x + e^-x | ||
| e4x + e-4x | e^(4x)+ e^(-4x) | ||
| 34x | 3^(4x) | ||
| |x| | abs(x) | ||
| |6x-7| | abs(6x-7) | ||
| √x | sqrt(x) or x^(1/2) | ||
| √2x+3 | sqrt(2x+3) or (2x+3)^.5 | ||
| 3√x | x^(1/3) | ||
| x3y | x^3y | ||
| x3y | x^(3y) | ||
| sin(2πx) | sin(2pix) | ||
| {(1,2),(3,4)} | 1,2; 3,4 |
If the Graphing Calculator is not showing correctly on Mac and other non-Windows platforms click here.
π: Ctrl+P or
Alt+P or pi.
∞: Ctrl+8
or Alt+8 or infinity.
θ: Ctrl+T or
Alt+T or theta. You can also use x instead of θ in polar mode; it will be
replaced by θ when you press Draw Graph or Enter on the keyboard.
Examples
f(x) = 3x^2-4x-2 parabola (Cartesian)
f(x) = 3sin(2x) 4-petal rose (polar)
f(x) = 1/(1-.7cos(x)) ellipse (polar)
f(x) = asin(x) arc sin(x), inverse of sin(x)
p(t) = (4cos(t), 3sin(t)) ellipse (Cartesian)
p(t) = (5cos(17t), 4sin(15t)) Graph it!
p(t) = (cos(4t), 4sin(t)) Graph it!
x = 3y^2-4y-2 parabola (Cartesian)
x^2-3xy-2y^2+4x+2y-2 = 0 hyperbola (Cartesian)
sin(2x) = sin(2y) Graph it!
sin(x) = sin(xy) Graph it!
sin(y) = sin(4x) Graph it! (polar)
4sin(y) = 3cos(4x) Graph it! (polar)
sin(x) = rcos(x)^2 parabola (polar)
1,2; 2,3; -1,1; -2,2 Graph it!
1,2+pi; 2, ln(10); (1+e)sin(pi/3),-2 Graph it!