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HP 48G
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We have 1 Instruction Manual and User Guide for 48G HP
HP 48G User Manual,
116 pages
HP
/
Calculators, organizers
Recognized languages:
English
Pages:
116
Size:
628 KB
Show table of contents
Document Outline
Quick ~
Regulatory Information
U.S.A.
Europe
Declaration of Conformity (according to ISO/IEC Guide 22 and EN45014)
Notice
Acknowledgements
Edition History
About the Quick Start Guide
Lesson 1: Getting Ready
Turning the HP 48 On and Off
Adjusting the Display Contrast
Preparing the Built-In Examples
Setting the Time and Date
Setting the Beeper, Clock, and Fraction Mark
Lesson 2: Mathematical Objects and the HP 48
2:
1:
Stack Display Window
Envisioning the Stack
39.3
39.3
{124 8}
2: 39.3
1= { 1 2 4 8 }
4= { 1 2 4 8 }
3; (4,5)
i .99479
Editing an Object in the Command Line
Removing Objects from the Stack
39.^
Lesson 3: Entering Characters
The Q Keyboard
(^ (^ ABC
(© (© i'*‘i) (© B C (W)
Special Characters
Lesson 4: Using Menus
The (nxt) Key
Lesson 5: A Brief Tour of the HP 48
Entry Environments
Creating Equations: [fjJ
Application Environments
Solving Equations: O
Plotting Functions: |Q
Symbolic Math: (Q
Time Management: (Q
Statistics and Data Analysis: |Q
Unit Management: Q
Printing and Data Transfer: (Q
Using External Programs: (g)
Using Built-In Equations: O
utility Environments
Editing Previously-Created Objects: Q
Setting Calculator Modes: Q
storing, Retrieving, and Organizing Variables: @
■iid№giat5M5iatti;ia»«Mi
Viewing and Organizing Objects on the Stack:
Arithmetic
Lesson 6: Doing Arithmetic
Stack Method
l!
1.30769230769
1: .0025
1: 17.2413793103
CTjitiiaiSmBfftHaBiKnBfanBiaaaa
Algebraic method
(© 1 © 62.5 (ENTER) U 'j--62.5'
1: .016
CDiAR)a4(©s) '4®
350.174049835
Using the EquationWriter
©20iC±)
CS/(.3+r7)).i))))*(G
' a+-r'..lf-'Cl+rc.3-'i;.l+„, 1: 1.07464811427
Lesson 7: Finding and Using More Math Functions
1: 145
£1.75
nMumnisi
Hii8iai3gasii
linximol
Lesson 8: Arithmetic with Fractions
Lesson 9: Arithmetic with Symbols
1: 1 mrniigggirniiCTKiaTiiiiiiiiiiHjiim
1= 'EXPC-a*x)'
Easmera;iiKiiaHBSBnaBi»iiim3iro
'l-EKPC-a*x)'
1: 'y=l-EKPC-a*>i)'
Lesson 10: Arithmetic with Complex Numbers
1 ■
(3,4)
1: (3,4)
(5.39^158.2)
£: ..
l! (-5.00453860689j 2.0016726336Z)
Ba8r;ii6gzTmBC3>«giMiiiiiim33W
£: C 5 u53.1301023542)
1: ■ (5.39,^158.2)
1: (9,4)
(-4 3)
smiigmniHaBErjiiiMWHirnjjiH
1= (5,7)
l-hn jl8f^l6fVT|
1: C3,-l)
(3,-1)
(3,1)
1: (£.12429548041, 2.993.3??0649)
S)
Lesson 11: Arithmetic including Units
(r»l
1-
KiiiiaBwaa
TIME
Converting Units
I iiMimiSKfaaiHJjBKiiiaimrB
l!
£16. ?6_Ll4
o
1: 1_N
MiMigmagtjiMiiaunaaBJiw
(IS) )■
Lesson 12: Understanding Memory
Partitions move depending on current allocation of memory
1: 1.414£1356Z37
1.73205080757
t2: 1.73205080757
tl: 1.41421356237 EXAMPLES: DIR PRGS
Lesson 14: Organizing Variables
EDIT |"HP48SH"
'HP 48G4"
^t2: 1.73205080757 EXAMPLES: DIR TXT
lions
Lesson 17: Solving for a Variable—Numerically
x: 1.5 Zero
Searching for Multiple Solutions
imM
Interpreting the Results
0©S)G S)
0 2 GD©S)B
©S)*^ ® (£2l3©@^"
eq; ' c-^2=a''2+b^'2-2*a*b„,
A: gilBi№i
' cTg=aT''2+b'"2-2*a*b., C: fegjaEHagii A: 4 R: 7 A: 120
Lesson 18: Solving for a Variable— Symbolically
1: 'TH=Q©/fl+TL'
Lesson 19: Finding all Roots of a Polynomial
Q±3 ©F ® 2 iENTER)
S) 1 fSPcH 1 2 fSPC ) 5
ispcl 3 fspcl 6 (T©
S 0 L V E
I'- Roots'-
C (0.H,1.00) (0.1.
Lesson 20: Solving a System of Linear Equations
[251]
Lesson 21: Plotting a Function
Function
Deg 6.5
TVPE; Function [ggBB
EQ: 'SIN
Lesson 22: Modifying the Display of a Plot
jjiiiiMMiiMiiBiiBaMnTTiHi
The Plot Options Screen
Lesson 23: Plotting Several Functions
TWO: '2*SIN<„, THREE: '3*SI,., FOUR: '4*SIN.„
.5
^■¡HinnsQansCiisiiscQì
v'OHE: 'SIHc:X>' t ■/TWO: '2*SIHi.„ ./THREE:
.5
EO: i 'SINCfi)' '2*SI„.
Lesson 24: Plotting Functions in Three Dimensions
-View Volume
-View Plane (parallel to xz-plane)
y-axis unit
Eyepoint (Xe,Ye,Ze)
^lot Display Screen
TVPE: |¡jHyyH"g)¿Hi Rad E(î: ' X'“'3*Y-X*Y-''3 '
injuiga?HgiamiBi
OPTS 1 fENTER) 1
Lesson 25: Introducing the Plot Types
,-.4
Lesson 26: Finding Roots Graphically
Lesson 27: Finding Slope, Tangents, and Critical Points
3= Slope: .072
£: TanLine: 'Y=-l.i01„.
1= Extrni:
C. 159483706477,-3....
Lesson 28: Areas Under Curves
(A'® + A"^ — 5A'® — 2A''- + A 4) between ,r = —2.2 and
Z 0 0 M (NXT) (NXT~)
Lesson 29: Finding Derivatives
(5 ©X fENTER)
EKPR: ' 5*X-''2-6/X'
—HnniHi—imjjtnMiBiraa
Miai3a№T;wiiaa
1: 29
Lesson 30: Finding Integrals
(2.Y + 5)fLY
RESULT: Symbolic
nmraBiM
!liilHHinnHwwB'™™liii';i;uiiiMiiaM
]№i;HBiraa
Lesson 31: Data and Statistics
TVPE; Sample
2: Mean: 8.1
1: Std Dey: 2.27266363547
2: Mean: 9.4
1: Std Dey: 5.7995639495
Lesson 32: Regression Analysis of Paired Data
CÖ
Best Fit
■mil
Lesson 33: Differential Equations
p: '1 .■■■■ < 1 +T''-2 ) -2*Y-''2'
Lesson 34: Linear Algebra
,4=2 1-6
2: [[ 1 .5 1 ] [ -.2.,.
1: [ -3 5 -3 ]
Spec
Lesson 35: Transferring Objects Via Infrared
Lesson 36: Using an Equation Set from the Equation Library
R=^'SINCZ'00)
KiïïwnBtauoaBjHiiSÉiaiiMifl
3=
R: 65_m
I ■,'
1: R: 57.16_n
BirgBnifii vv II T irr^iTW«
Lesson 37: Adding and Using Libraries
To use a library, it must be:
To Store a library into port memory manually:
If Things Go Wrong
Lesson 38; Error Messages
Lesson 39: Troubleshooting
If the HP 48 is stuck in an unfamiliar state:
To undo a mistake:
If you suspect that your calculator is malfunctioning:
Contacting Hewlett-Packard
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