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A good user manual
The rules should oblige the seller to give the purchaser an operating instrucion of Sharp WriteView EL-W506, along with an item. The lack of an instruction or false information given to customer shall constitute grounds to apply for a complaint because of nonconformity of goods with the contract. In accordance with the law, a customer can receive an instruction in non-paper form; lately graphic and electronic forms of the manuals, as well as instructional videos have been majorly used. A necessary precondition for this is the unmistakable, legible character of an instruction.
What is an instruction?
The term originates from the Latin word „instructio”, which means organizing. Therefore, in an instruction of Sharp WriteView EL-W506 one could find a process description. An instruction's purpose is to teach, to ease the start-up and an item's use or performance of certain activities. An instruction is a compilation of information about an item/a service, it is a clue.
Unfortunately, only a few customers devote their time to read an instruction of Sharp WriteView EL-W506. A good user manual introduces us to a number of additional functionalities of the purchased item, and also helps us to avoid the formation of most of the defects.
What should a perfect user manual contain?
First and foremost, an user manual of Sharp WriteView EL-W506 should contain:
- informations concerning technical data of Sharp WriteView EL-W506
- name of the manufacturer and a year of construction of the Sharp WriteView EL-W506 item
- rules of operation, control and maintenance of the Sharp WriteView EL-W506 item
- safety signs and mark certificates which confirm compatibility with appropriate standards
Why don't we read the manuals?
Usually it results from the lack of time and certainty about functionalities of purchased items. Unfortunately, networking and start-up of Sharp WriteView EL-W506 alone are not enough. An instruction contains a number of clues concerning respective functionalities, safety rules, maintenance methods (what means should be used), eventual defects of Sharp WriteView EL-W506, and methods of problem resolution. Eventually, when one still can't find the answer to his problems, he will be directed to the Sharp service. Lately animated manuals and instructional videos are quite popular among customers. These kinds of user manuals are effective; they assure that a customer will familiarize himself with the whole material, and won't skip complicated, technical information of Sharp WriteView EL-W506.
Why one should read the manuals?
It is mostly in the manuals where we will find the details concerning construction and possibility of the Sharp WriteView EL-W506 item, and its use of respective accessory, as well as information concerning all the functions and facilities.
After a successful purchase of an item one should find a moment and get to know with every part of an instruction. Currently the manuals are carefully prearranged and translated, so they could be fully understood by its users. The manuals will serve as an informational aid.
Table of contents for the manual
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Page 1
PRINTED IN CHINA / IMPRIMÉ EN CHINE / IMPRESO EN CHINA 07HGK (TINSE1307EHZZ) INTRODUCTION Thank you f or purchasing the SHARP Scientifi c Calculator Model EL-W506/W516/W546. About the calculation examples (including some f ormulas and tables) , ref er to the calculation example sheet. Refer to the number on the right of each title in the manual f[...]
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Page 2
PRINTED IN CHINA / IMPRIMÉ EN CHINE / IMPRESO EN CHINA 07HGK (TINSE1307EHZZ) INTRODUCTION Thank you f or purchasing the SHARP Scientifi c Calculator Model EL-W506/W516/W546. About the calculation examples (including some f ormulas and tables) , ref er to the calculation example sheet. Refer to the number on the right of each title in the manual f[...]
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Page 3
PRINTED IN CHINA / IMPRIMÉ EN CHINE / IMPRESO EN CHINA 07HGK (TINSE1307EHZZ) INTRODUCTION Thank you f or purchasing the SHARP Scientifi c Calculator Model EL-W506/W516/W546. About the calculation examples (including some f ormulas and tables) , ref er to the calculation example sheet. Refer to the number on the right of each title in the manual f[...]
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Page 4
PRINTED IN CHINA / IMPRIMÉ EN CHINE / IMPRESO EN CHINA 07HGK (TINSE1307EHZZ) INTRODUCTION Thank you f or purchasing the SHARP Scientifi c Calculator Model EL-W506/W516/W546. About the calculation examples (including some f ormulas and tables) , ref er to the calculation example sheet. Refer to the number on the right of each title in the manual f[...]
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Page 5
Calculations Using Engineering Prefi xes 17 Calculation can be ex ecuted in NORMAL mode (e xcluding N-base) using the follo wing 9 types of prefi x es. Prefi x Operation Unit k M G T m µ n p f (kilo) (Mega) (Giga) (T era) (milli) (micro) (nano) (pico) (femto) N 3 0 N 3 1 N 3 2 N 3 3 N 3 4 N 3 5 N 3 6 N 3 7 N 3 8 10 3 10 6 10 9 10 12 10 –3 10 [...]
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Page 6
Calculations Using Engineering Prefi xes 17 Calculation can be ex ecuted in NORMAL mode (e xcluding N-base) using the follo wing 9 types of prefi x es. Prefi x Operation Unit k M G T m µ n p f (kilo) (Mega) (Giga) (T era) (milli) (micro) (nano) (pico) (femto) N 3 0 N 3 1 N 3 2 N 3 3 N 3 4 N 3 5 N 3 6 N 3 7 N 3 8 10 3 10 6 10 9 10 12 10 –3 10 [...]
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Page 7
Calculations Using Engineering Prefi xes 17 Calculation can be ex ecuted in NORMAL mode (e xcluding N-base) using the follo wing 9 types of prefi x es. Prefi x Operation Unit k M G T m µ n p f (kilo) (Mega) (Giga) (T era) (milli) (micro) (nano) (pico) (femto) N 3 0 N 3 1 N 3 2 N 3 3 N 3 4 N 3 5 N 3 6 N 3 7 N 3 8 10 3 10 6 10 9 10 12 10 –3 10 [...]
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Page 8
Calculations Using Engineering Prefi xes 17 Calculation can be ex ecuted in NORMAL mode (e xcluding N-base) using the follo wing 9 types of prefi x es. Prefi x Operation Unit k M G T m µ n p f (kilo) (Mega) (Giga) (T era) (milli) (micro) (nano) (pico) (femto) N 3 0 N 3 1 N 3 2 N 3 3 N 3 4 N 3 5 N 3 6 N 3 7 N 3 8 10 3 10 6 10 9 10 12 10 –3 10 [...]
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Page 9
CALCULA TION EXAMPLES EXEMPLES DE CALCUL ANWENDUNGSBEISPIELE EJEMPLOS DE CÁLCULO EXEMPLOS DE CÁLCULO ESEMPI DI CALCOLO REKENV OORBEELDEN PÉLD ASZÁMÍT ÁSOK PŘÍKLAD Y VÝPOČTŮ RÄKNEEXEMPEL LASKENT AESIMERKKEJÄ UDREGNINGSEKSEMPLER CONT OH-CONT OH PERHITUNGAN 陹ꩥ 꾽 PRINTED IN CHINA / IMPRIMÉ EN CHINE / IMPRESO EN CHINA 07HGK (TINS[...]
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Page 10
CALCULA TION EXAMPLES EXEMPLES DE CALCUL ANWENDUNGSBEISPIELE EJEMPLOS DE CÁLCULO EXEMPLOS DE CÁLCULO ESEMPI DI CALCOLO REKENV OORBEELDEN PÉLD ASZÁMÍT ÁSOK PŘÍKLAD Y VÝPOČTŮ RÄKNEEXEMPEL LASKENT AESIMERKKEJÄ UDREGNINGSEKSEMPLER CONT OH-CONT OH PERHITUNGAN 陹ꩥ 꾽 PRINTED IN CHINA / IMPRIMÉ EN CHINE / IMPRESO EN CHINA 07HGK (TINS[...]
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Page 11
CALCULA TION EXAMPLES EXEMPLES DE CALCUL ANWENDUNGSBEISPIELE EJEMPLOS DE CÁLCULO EXEMPLOS DE CÁLCULO ESEMPI DI CALCOLO REKENV OORBEELDEN PÉLD ASZÁMÍT ÁSOK PŘÍKLAD Y VÝPOČTŮ RÄKNEEXEMPEL LASKENT AESIMERKKEJÄ UDREGNINGSEKSEMPLER CONT OH-CONT OH PERHITUNGAN 陹ꩥ 꾽 PRINTED IN CHINA / IMPRIMÉ EN CHINE / IMPRESO EN CHINA 07HGK (TINS[...]
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Page 12
CALCULA TION EXAMPLES EXEMPLES DE CALCUL ANWENDUNGSBEISPIELE EJEMPLOS DE CÁLCULO EXEMPLOS DE CÁLCULO ESEMPI DI CALCOLO REKENV OORBEELDEN PÉLD ASZÁMÍT ÁSOK PŘÍKLAD Y VÝPOČTŮ RÄKNEEXEMPEL LASKENT AESIMERKKEJÄ UDREGNINGSEKSEMPLER CONT OH-CONT OH PERHITUNGAN 陹ꩥ 꾽 PRINTED IN CHINA / IMPRIMÉ EN CHINE / IMPRESO EN CHINA 07HGK (TINS[...]
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Page 13
26 b (MA TRIX) [ 12 34 ] ⇒ matA b 4 N 2 2 2 e 1 e 2 e 3 e 4 e j N 4 0 [ 31 26 ] ⇒ matB N 2 e 3 e 1 e 2 e 6 e j N 4 1 matA × matB = j N 1 0 k N 1 1 = [ 71 3 17 27 ] matA − 1 = j N 1 0 @ Z = [ - 21 1.5 - ^.5 ] dim (matA, 3, 3) = j N 5 0 N 1 0 H 3 H 3 ) = [ 12^ 34^ ^^^ ] fill (5, 3, 3) = j N 5 1 5 H 3 H 3 ) = [ 555 555 555 ] cumul matA = j N 5 [...]
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Page 14
26 b (MA TRIX) [ 12 34 ] ⇒ matA b 4 N 2 2 2 e 1 e 2 e 3 e 4 e j N 4 0 [ 31 26 ] ⇒ matB N 2 e 3 e 1 e 2 e 6 e j N 4 1 matA × matB = j N 1 0 k N 1 1 = [ 71 3 17 27 ] matA − 1 = j N 1 0 @ Z = [ - 21 1.5 - ^.5 ] dim (matA, 3, 3) = j N 5 0 N 1 0 H 3 H 3 ) = [ 12^ 34^ ^^^ ] fill (5, 3, 3) = j N 5 1 5 H 3 H 3 ) = [ 555 555 555 ] cumul matA = j N 5 [...]
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Page 15
26 b (MA TRIX) [ 12 34 ] ⇒ matA b 4 N 2 2 2 e 1 e 2 e 3 e 4 e j N 4 0 [ 31 26 ] ⇒ matB N 2 e 3 e 1 e 2 e 6 e j N 4 1 matA × matB = j N 1 0 k N 1 1 = [ 71 3 17 27 ] matA − 1 = j N 1 0 @ Z = [ - 21 1.5 - ^.5 ] dim (matA, 3, 3) = j N 5 0 N 1 0 H 3 H 3 ) = [ 12^ 34^ ^^^ ] fill (5, 3, 3) = j N 5 1 5 H 3 H 3 ) = [ 555 555 555 ] cumul matA = j N 5 [...]
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Page 16
26 b (MA TRIX) [ 12 34 ] ⇒ matA b 4 N 2 2 2 e 1 e 2 e 3 e 4 e j N 4 0 [ 31 26 ] ⇒ matB N 2 e 3 e 1 e 2 e 6 e j N 4 1 matA × matB = j N 1 0 k N 1 1 = [ 71 3 17 27 ] matA − 1 = j N 1 0 @ Z = [ - 21 1.5 - ^.5 ] dim (matA, 3, 3) = j N 5 0 N 1 0 H 3 H 3 ) = [ 12^ 34^ ^^^ ] fill (5, 3, 3) = j N 5 1 5 H 3 H 3 ) = [ 555 555 555 ] cumul matA = j N 5 [...]