• Keine Ergebnisse gefunden

MATHEMATICAL FUNCTIONS

N/A
N/A
Protected

Academic year: 2022

Aktie "MATHEMATICAL FUNCTIONS"

Copied!
2
0
0

Wird geladen.... (Jetzt Volltext ansehen)

Volltext

(1)

Sharp Calculators are represented in Europe by the MORAVIA Group www.sharp-calculators.com

info@ sharp-calculators.com

EL-9950G

GENERAL

► ENTERING AND SHOWING RESULTS AS DONE IN A TEXT BOOK (WriteView)

► LARGE DOT MATRIX LCD DISPLAY, 132 × 64 DOTS

► 827 BUILT-IN FUNCTIONS

► BATTERY POWER

► INDEPENDENT CURSOR KEYS

► MULTI-LINE PLAYBACK (jump to top or end of equation)

► 27 MEMORIES

OTHERS

► Battery (*Back-up Usage): AAA × 4, *CR2032 × 1

► Dimensions (mm): 183 × 86 × 20

► Weight (g): 202

(2)

Sharp Calculators are represented in Europe by the MORAVIA Group www.sharp-calculators.com

info@ sharp-calculators.com

EL-9950G

MATHEMATICAL FUNCTIONS

► Built-In Functions: 827

► Entry System: Algebraic (D.A.L.)

► 1/x, x², √, %, p

► GCD, LCM

► Quotient and Remainder Calculation

► Fractions

► Function Table

► Equation Solver (Newton)

► System of Linear Equations

► Matrix and Vector Calculations

► Numeric Derivative and Integral

► Complex Number Calculation

MEMORY

► Multi-Line Playback

► Last Answer Recall (ANS)

► Memory Variables: 9

NOTATION AND DECIMAL PLACES

► FSE Display (SCI, FIX, ENG)

► 3-Digit Punctuation

NUMBER SYSTEMS

► Number Systems: DEC, BIN, OCT, HEX, PEN

► Logical Operation: AND, OR, NOT, NEG, XOR

STATISTIC FUCTIONS

► 1-Variable Statistics

► 2-Variable Statistics

► Regression Calculations: 14

► Mean, Standard Deviation

► NCr, nPr, n!

► Random Numbers

TRIGONOMETRIC FUNCTIONS

► DEG/RAD/GRAD Modes

► sin, cos, tan and Inverses

► Hyperbolic Functions

► Sexagesimal and Decimal Conversions

► Rectangular and Polar Coordinates Conversions

Referenzen

ÄHNLICHE DOKUMENTE

[r]

Sharp Calculators are represented in Europe by the MORAVIA Group www.sharp-calculators.com!.

► 3 USER DEFINED KEYS D1 – D3 FOR DIRECT ACCESS OF OFTEN USED FUNCTIONS (SHORT CUT KEYS). ► INDEPENDENT

► 4 USER DEFINED KEYS D1 – D4 FOR DIRECT ACCESS OF OFTEN USED FUNCTIONS (SHORT CUT KEYS). ► INDEPENDENT

Sharp Calculators are represented in Europe by the MORAVIA Group www.sharp-calculators.com!.

[r]

Theorem 1 (Gross and Long 2017; Hollering and Sullivant 2020) The network param- eter of a network-based Markov model under the Jukes–Cantor (Gross and Long 2017), Kimura

(See [Grinbe15, proof of Theorem 2.74] for the details of this derivation.) It is clear how to perform induction using Theorem 2.2.3: It differs from standard induction only in that