Newplot, Newprob, Nint() – Texas Instruments PLUS TI-89 User Manual

Page 489

Advertising
background image

472 Appendix A: Functions and Instructions

8992APPA.DOC TI-89 / TI-92 Plus: Appendix A (US English) Susan Gullord Revised: 02/23/01 1:48 PM Printed: 02/23/01 2:21 PM Page 472 of 132

NewPlot

CATALOG

NewPlot

n

,

type

,

xList

[

,

[

yList

], [

frqList

], [

catList

],

[

includeCatList

], [

mark

] [,

bucketSize

]]

Creates a new plot definition for plot number

n

.

type

specifies the type of the graph plot.

1 = scatter plot
2 = xyline plot
3 = box plot
4 = histogram
5 = modified box plot

mark

specifies the display type of the mark.

1 = è (box)
2 = × (cross)
3 = + (plus )
4 = é (square)
5 = ø (dot)

bucketSize

is the width of each histogram

“bucket” (

type

= 4), and will vary based on

the window variables

xmin

and

xmax

.

bucketSize

must be >0. Default = 1.

Note:

n

can be 1–9. Lists must be variable

names or c1–c99 (columns in the last data
variable shown in the Data/Matrix Editor),
except for

includeCatList

, which does not

have to be a variable name and cannot be
c1–c99.

FnOff ¸

Done

PlotsOff ¸

Done

{1,2,3,4}! L1 ¸

{1 2 3 4}

{2,3,4,5}! L2 ¸

{2 3 4 5}

NewPlot 1,1,L1,L2,,,,4 ¸ Done

Press ¥ % to display:

NewProb

CATALOG

NewProb

Performs a variety of operations that let you
begin a new problem from a cleared state
without resetting the memory.

Clears all single-character variable names
(

Clear a–z

) in the current folder, unless the

variables are locked or archived.

Turns off all functions and stat plots
(

FnOff

and

PlotsOff

) in the current

graphing mode.

Perfoms

ClrDraw

,

ClrErr

,

ClrGraph

,

ClrHome

,

ClrIO

, and

ClrTable

.

NewProb ¸

Done

nInt()

MATH/Calculus menu

nInt(

expression1, var, lower, upper

)

expression

If the integrand

expression1

contains no

variable other than

var

, and if

lower

and

upper

are constants, positive

ˆ, or negative ˆ, then

nInt()

returns an approximation of

(

expression1

,

var

,

lower

,

upper

)

. This

approximation is a weighted average of some
sample values of the integrand in the interval

lower<var<upper

.

nInt(e^(ë x^2),x,л 1,1) ¸

1.493...

Advertising
This manual is related to the following products: