HP 10413 Datasheet Page 28
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The VIEWS menu is provided for two purposes…
Intro to the
VIEWS
menu
Firstly, within the standard aplets (Function, Sequence, Solve etc.) it provides
a list of special views available to enhance the PLOT view.
For example the standard PLOT screen provides a
graph, but the VIEWS menu lets you use a split screen
such as shown right. Information on the VIEWS menu
is given in the chapter dealing with the Function aplet.
In addition to this, the VIEWS key also has a critical role when using aplets
which have been downloaded from the Internet. When a programmed aplet
is created for the hp 39g+, a menu is provided by the programmer to let you
control and use it. This menu is tied to the VIEWS key,
replacing the menu normally found on the key. For
example, the snapshot shown right is of a VIEWS
menu taken from an aplet designed to analyze and
graph Time Series data.
The next important key is the HOME key. It allows you
to change into the HOME view from wherever you are.
Above it is the MODES key, accessed by pressing
SHIFT first. Far more detailed information on these
two views follows later.
The
VARS
key
The VARS key is used (mainly by programmers) to
access all the different variables stored by the
calculator.
Shown right are two views of the VARS screen, the first
from the HOME list showing the graphic variables
(memories) G1, G2…. and the next from the APLET
list showing some of the variables in the set controlling
PLOT.
The VARS key is not generally used much, and you may not have followed
this explanation. Don’t worry. The VARS key is mostly used by programmers
who want to produce aplets of their own and is discussed in more detail in
the chapter entitled “Programming on the hp 39g+” on page 212. Uses are
also detailed in the Function aplet’s “Tips and Tricks” section on page 69.
- Mastering the hp 39g+ 1
- Table of Contents 2
- 76yx x x=−−+ 16
- √35. The 25
- HOME too 27
- Standard mode, very 31
- −− then 33
- 3, 1TT==and 46
- →) into 47
- √(5+Ans) 50
- ENTER will 52
- (-) which is in the same row 55
- The cursor 61
- …and at the 61
- Move to about 63
- it is a 66
- 111xx+−+− 71
- XX= then 3( ) 1( 2( )) 72
- XFFX= will show 72
- 13 13x−≤≤ and 75
- = using 75
- (,, , )a b function X 80
- 1( ) 1FX X 81
- − and then 81
- () 0.5 1gx x=−from x = -2 to 84
- ≥ -2 AND X ≤ 1) 85
- 285 10⋅× then 1/X is 89
- 2 5087719298 10 89
- × . When you 89
- All the normal function 93
- 1( ) 1FX X=− & 94
- 65 65X−≤≤ 97
- . If you wish to 100
- ≤ to 05t 101
- ≤ gives a graph that 101
- () 2 5 2 3vt t t t 104
- 1( ) 4 cos(3 )R 106
- = 2( ) 0.5R 106
- 3( ) 3 2sin(10 )R 106
- T = . If you type it in 107
- 2 1475 10⋅× 109
- 14 29⋅ . This means, of 111
- 16 67⋅ 114
- 252fx x x x=− −+ 115
- 2, , ^ 3 , 4AX X X−= 117
- BC B+=⋅ 118
- *5*AB C B+=⋅ becomes 119
- 2vu ad=− 120
- Σ(I=1,20,RANDOM<0 130
- 0.8199 1.1662yx=+ 139
- 0.693147 142
- YX=⋅ +⋅ earlier would use 146
- Competitor Time 147
- N and of k 148
- N and k 148
- Sample t value is 152
- ↑ and ↓ keys. The size of 165
- → and ← keys 165
- 1.2Px≤ ” 193
- PX x≤ , E9 giving 194
- • HP39/40G (Wire) 198
- • Disk drive… 198
- • Choose the parent aplet; 212
- SETVIEWS 214
- the PLOT 222
- the PLOT view has 222
- VIEWS to see the menu.” 224
- HP39DIR.CUR 226
- HP39DIR.000 226
- (2)(31)xx 244
- −− has been expanded on the 244
- 45 23 17 248
- 4 8723 10⋅× 249
- 0 8199 1 1662YX=⋅ +⋅ 254
- 450xx−−= 257
- 0.0000003 260
- + could be entered into the 262
- {list}) 265
- ∆LIST(L1)={3,3,3,3} 266
- 1x − = 63 269
- (3,4,0) or 4 271
- , , ,...xxx 277
- () 7 6fx x x=−+ 277
- −+−=−+ we 279
- C using the formula 280
- RANDSEED 281
- ()01Px x>=⋅ 282
- () 2 2 1gx x x 284
- POLYROOT 285
- () 4 6fx x x x=− ++… 286
- 5 4 32 23 4 5 290
- N and k and store 292
- 32 0z −=, setting the other 295
- 5sin 5cosri j 297
- 'lim 303
- +++ and 304
- ,: 0.51 1xy y x y x 307
- ≤X AND X≤1) 308
- MAXREAL of 309
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