points per decade

point per decade

Page ^0 of ^1

(^0 steps)

Type ⌘ . to cancel

Inequality

Field r’=^0 ; Ω’=^1

Field x’=^0 ; y’=^1

Field y’=^0

r^0=^1 ; Ω^0=^2

x^0=^1 ; y^0=^2

y^0=^1

sec

Mo

Kb

bytes

Custom Definition

Complex Equation

Temp. Movie ^1

Save Temporary File As:

Remaining Time: ^0

^0=^1

Parameter

Axis Color:

Bounds Color:

No Last Expression

Cylindrical Equation

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Demonstration

Polar Equation

Error occurred during export.

No Document

Animation ^0

Movie created with Curvus Pro
© 1998 Arizona by Simon Bovet

Contour Curves Color:

Grid Color:

r(t,u)=

u=

t=

Accelerated for 68020 Processor

Accelerated for 6888x FPU

z(r,Ω)=

Always on Oy

z=

New Color:

x:^0°   y:^1°   z:^2°

f(z)=

Accelerated for Power Macintosh

Sound ^0

^0=^1…^2

New Parameter

^0 (^1=^2)

Set ^0

^0=^1

^0=^1  ^2

parameters

custom definitions

Parameters

No Parameter

Modify

Add

^0 performed iterations

(^0;^1)     ^2

Arcs

Lines

Background Color:

Mode: ^0

grades

radians

degrees

Calculator

∫ [^1;^2]=^0

Verify that the printer is correctly connected and selected in the Chooser (Apple menu).

printing

Absolute uncertainty ±^0

By modifying the window range, the basis will not be orthonormal.
Should the new adjustement be made in order to keep an orthonormal basis?

Changes have been made. Should the affected curves be updated?

Index



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Print…

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I already have a registration number for Macintosh 680x0.


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n/d

x: ^0…^1 ; y: ^2…^3

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Name: ^0
Society: ^1


◊◊ This version has not been registered yet ◊◊

Custom Definitions

Window Range

^0 performed iteration

y=^0
y’=^1
y’’=^2

=^0

decade(s) =

No Custom Definition

Horizontal Line at y=

Title:

Chapter:

Navigation

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Generic preferences.

Active document preferences.

x=^0
y=^1

’

y=[^0]^1

z=^0

Ω

t

x

r=^0

x=^0

x=^0
y=^1

Osculatory Circle

^0+^1sint

^0+^1cost

Center  (^0;^1)
Radius ^2

^0x+^1

x=^0
y=^1
∂y/∂x=^2

y=^1
y’=^2
y’’=^3

Draw

Tangent

x=^0
y=^1
∂y/∂x=^2

y=^1
y’=^2
y’’=^3

^0=

undefined

x: [^0…^2] ; y: [^1…^3]

∆x=^0 ; ∆y=^1

(^0;^1)

Y

X

Bottom

Top

The extension is going to modify the coordinate system of the document (non-orthonormal).

The adjustement is going to modify the coordinate system; it will not remain orthonormal.

Ω(t)

r(t)

y(t)

x(t)

version 2.5 E
by Simon Bovet
© July 1998 Arizona
http://www.pobox.com/~arizona

r=^0 ; Ω=^1

x=^0 ; y=^1

y=^0

Untitled ^0