Graphing 2D functions and animations on Math Studio

Feature Sample Note Functions can be in the form of explicit, parametric, piecewise, implicit and inequality Explicit form: y=x-x^3/6+x^5/120; y=x; y=x-x^3/6; y=sin(x) Parametric form: x=5cos(u)+3,y=3sin(u)+5; x=2cos(u)+1,y=2sin(u)-2 Piecewise form: y=x-1, if x<-1 y=-1, if x=-1 y=x+1, if x>-1 Implicit form: x^2-y^2-1=0 Cartesian and polar coordinate systems Cartesian coordinate system: y=x^2; y=1.5x+1 Polar coordinate system: r=10sin(2a) Sequence of number Arithmetic progression Geometric progression Inequality x^2-2x-3<0 (x^2-3x+2)/(x^2-2x-3)<0 x^2+y^2-1<0 coordinate graph animation   Point of intersection(Solve equation) Area of intersectant field y=x^2-3, y=x+1

Graphing 2.5D functions and animations on Math Studio

Feature Sample Note Functions can be in the form of explicit and parametric Cartesian and polar coordinate systems y=sin(x) R=10(1-cos(a)) Function graph animation y=sin(t*x)

Graphing analytic geometry on Math Studio

Sample Note Sample Note Draw Lines According To Different Equations General Form x+2y+3=0 Gradient Intercept Form y=0.5x+3 Two-Point Form (y-3)/(-1-3)=(x+3)/(2+3) Point Slope Form y-2=x-1 Perpendicular Line Passes Throuth A Given Point Parallel Line Passes Throuth A Given Point Relationship Of Two Lines Draw Circles According To Different Equations Standard Form (x-1)^2+(y-2)^2=3^2 General Form x^2+y^2+x+2y-5=0 Parametric Form x=2sin(u), y=2cos(u) Tangent Line Passes Through A Given Point On The Circle Tangent Lines, Gradient Is Given Circle Passes Through Three Given Points Vector Vector operation - addition Ellipse Standard Form (x-1)^2/4^2+(y-1)^2/2^2=1 Parametric Form x=sin(u)+3, y=2cos(u)+4 Hyperbolas And Their Asymptotes (x-1)^2/3^2-(y-2)^2/4^2=1 -(x-1)^2/3^2+(y-2)^2/4^2=1 Parabola And It's Symmetric Axis, Directrix And Focus (y-2)^2=2(x-1)

Graphing solid geometry objects on Math Studio

Sample Note Sample Note Spatial Line Prism, Pyramid And Prismy Dado Cylinder, Cone And Circular Dado Sphere

Ability to set and modify the properties of function graphs and animations
Ability to move, zoom in, zoom out and rotate the graphs in plot area
High quality graph effect, the curve created is very smooth
Ability to save graphs as msd file or bmp file
Ability to save animation as AVI file
Ability to add grid, background and shadow for 2D axis and use pi to label x axis
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