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Sharp W Series manual Hyperbolic Functions

Models: W Series

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Hyperbolic Functions

Hyperbolic Functions

The hyperbolic function is defined by using natural exponents in trigo- nometric functions.

Arc hyperbolic functions are defined by using natural logarithms in trigono- metric functions.

A P P L IC AT IO N S:

Hyperbolic and arc hyperbolic functions are ver y useful in electrical engineer ing and physics.

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Sharp W Series manual Hyperbolic Functions

Contents

SCIIENTIIFIIC CALCULATOR OPERATIIONGUIIDE W SeriesRead Before Using C O N TEN TSFunction and Key Operation ≈R ead B efore Using≈ 1 . K E Y L AY O U TH ow to Ope ra te 2 . R E S E T S W I T C H10000 3 . DI S P L AY P AT T E R N4 . DI S P L AY F O R M AT A N D DE C I M A L S E T T I N G F U N C T I O N1. 6 5 . E X P O N E N T DI S P L AYAngular indicator 6 . A N G U L A R U N I TD egrees D E G is shown at the top of the display R adians R A D is shown at the top of the displayON/OFF, Entry Correction Keys ≈F unction and K ey Operation≈Data Entry Keys 1 496Random ExampleModify 5 9 0.6 internally, 0 internally, 0Example FIX mode TAB = 1 normal calculation Rounded calculation MDFBasic Arithmetic Keys, Parentheses + addition, - subtraction, x multiplication, and ⎟ divisionFinds the result in the same way as a standard calculator Percent 1 $125 increased by 10%…137.5$ 125 reduced by 20%… 3 15% of $ 125…xth Power of y,Square Root, Cube Root, xth Root of y Inverse, Square, Cube2 2 2 Example10 to the Power of x, Common Logarithm 1000Example e to the Power of x, Natural Logarithm ExampleDEG DEG Factorials ExamplePermutations, Combinations ExampleTime Calculation 24 28Fractional Calculations 3 1Memory Calculations ~ 265102750 Example 1 O per ationLast Answer Memory x = 2 + 3 and y = 4 ⎟DEG DEG Trigonometric Functions ExampleArc Trigonometric Functions ExampleHyperbolic Functions Coordinate Conversion P x,yP r,θ y Rectangular coordinatesBinary, Pental, Octal Decimal, and Hexadecimal Operations N-Base 1011Example 1 HEX1AC BIN Statistics Function DAT A I N P U T A N D C O R R E C T I O N“ A N S ” K E Y S F O R 1 -V A R I A B L E S T AT I S T I C S DA T A C O R R E C T I O N X 30, 40, 40 X 30, 45, 45, 45Example A P P L IC A T IO N S DEG STATDEG STAT DEG STAT6 1 8 2STAT “ A N S ” K E Y S F O R 2 -V A R I A B L E S T AT I S T I C S Standard deviation of the population for dataStandard deviation of the population for data y SHARP CORP. MAR