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Owner's Guide
V34 Scientific Calculator
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Preface Congratulations on your purchase of the V34 scientific calculator from Victor Technology. Victor has been serving customers since 1918. Today, Victor offers a complete line of printing, handheld, desktop, scientific, and financial calculators. For more information please see our website at www.victortech.com or call us at 1-800-628-2420. Victor: The Choice of Professionals Copyright © 2008 by Victor Technology LLC All rights reserved.
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Limited Warranty Thank you for purchasing a product from Victor Technology. This product has been electronically tested. If you have problems using this product, please carefully refer to the instruction manual. This product, except the battery, is warranted by Victor to the original purchaser to be free from defects in material and workmanship under normal use for a period of two years from the date of purchase. During the warranty period, and upon proof of purchase, the product will be repaire
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Handling Precautions Be sure to press the button on the back of the calculator before using it for the first time. Even if the calculator is operating normally, replace the battery at least once every three years. Dead batteries can leak, causing damage to and malfunction of the calculator. Never leave the dead battery in the calculator. The battery that comes with this unit discharges slightly during shipment and storage. Because of this, it may require replacement sooner than the no
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Never drop the calculator or otherwise subject it to strong impact. Never twist or bend the calculator. Avoid carrying the calculator in the pocket of your trousers or other tight-fitting clothing where it might be subjected to twisting or bending. Never try to take the calculator apart. Never press the keys of the calculator with a ball-point pen or other pointed object. Use a soft, dry cloth to clean the exterior of the unit. If the calculator becomes very dirty, wipe it off with a cloth moist
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Two-line Display The two-line display makes it possible to view both the calculation formula and its result at the same time. The upper line shows the calculation formula. The lower line shows the result. Press and to scroll the line. Press or to move the cursor immediately to the beginning or end of the entry. General Information Menus: Certain keys display menus: , , , , , , , , , ,
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Last Answer The most recently calculated result is stored to the variable Ans. Ans is retained in memory, even after the unit is turned off. To recall the value of Ans: Press (Ans displays on the screen), or Press any operations key ( , etc.) As the first part of an entry, Ans and the operator are both displayed. Order of Operations 1st Expressions inside parentheses. 2nd Functions that need a and precede the argument, such as sin, log, and all R P menu items. 3rd Fra
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Clearing and Correcting Clears an error message. Clears characters on entry line. Moves the cursor to last entry in history once display is clear. Delete 1 character to the left of the cursor each time you press . Inserts a character at the cursor. Clears all memory variables. Clears all data points without exiting CLRDATA STAT mode. Clears all data points and exits STAT Y mode. Y Resets the unit. Returns unit to default settings; clears memory variables, pending operations, all entries in histo
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Pi = 3.141592653590 for calculations. = 3.141592654 for display. Angle Modes displays a menu to specify the Angle mode as degrees, radians, or gradients. displays a menu to specify the Angle unit modifier- degress ( ), radians ( ), gradients ( ), or DMS ( ). It also lets you convert an angle to DMS Notation ( DMS). To set the Angle mode for any part of an entry: Select the Angle mode. Entries are interpreted and results displayed according to the Angle mode, or Select a unit modifier ( ) for any
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Hyperbolics displays the HYP indicator and accesses the hyperbolic function of the next trigonometry key that you press. Angle modes do not affect hyperbolic calculations. Logarithms yields the common logarithm of a number. yields the logarithm of a number to the base e (e=2.819291929). raises 10 to the power you specify. raises e to the power you specify. Rectangular Polar displays a menu to convert rectangular coordinates (x, y) to polar coordinates (r, ) or vice versa. Set angle mode, as n
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Memory The unit has 5 memory variables - A, B, C, D, and E. You can store a real number or an expression that results in a real number to a memory variable. accesses the menu of variables. lets you store values to variables. recalls the values of variables. clears all variable values. Notation displays the Decimal Notation mode menu. These modes affect only the display of results. F (default) restores standard notation (floating-decimal) format. 0123456789 sets decimal places to n (0-9), retaini
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2. Press . 3. Enter a value for X1. 4. Press . In 1-VAR stat mode. enter the frequency of occurrence (FRQ) of the data point. FRQ default=1, If FRQ=0, the data point is ignored. In 2-VAR stat mode, enter the value for Y1 and press . 5. Repeat steps 3 and 4 unitl all data points are entered. You must press or to save the last data point or FRQ value entered. If you add or delete data points, the unit automatically reorders the list. 6. When all points and frequencies are entered: Press to display
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r Correlation coefficient. Uses a and b to calculate predicted x value x (2-VAR) when you input a y value. Uses a and b to calculate predicted y value y (2-VAR) when you input an x value. Probability nPr Calculates the number of possible permutations ofn items takenr at a time, givenn andr. The order of objects is important, as in a race. nCr Calculates the number of possible combinations ofn items takenr at a time, givenn andr. The order of objects is not important, as in a hand of cards. ! A f
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3 4 3+4 7. DEG 7 8 7+8 15. DEG 5 3 5+3 8. DEG 9 2 9+2 11. DEG 7+8 DEG 2 7+8+2 17. DEG ANS 6 8 6 8 48. DEG 5 Ans 5 240. DEG (Ans 15.49193338 DEG 11
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4 3 20 4+3 20 64. DEG - 7 2 9 7+ 2+9 14. DEG 16 (16) 4. DEG 7 7 10 7 (7+10) 119. DEG 7 7 10 7(7+10) 119. DEG 8 120 8% 120 9.6 DEG 12
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1 1 2 + 4=6 3 3 2 1 3 4 2 1 3+4 6 1/3 DEG 1 x =1.047197551 3 1 3 1 3 1.047197551 DEG 19 1 6 3 3 19 3 19 3 6 1/3 DEG 3 3 3.75 4 3 3 4 3 3 4 3.75 DEG 13
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3 1 4 3 (1 4) 12. DEG 3 4 3 +4 13. DEG (64) 64 8. DEG 6 7 6 7 279936. DEG 3 125 3 125 5. DEG 14
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100 log(100) 2. DEG 30 In(30) 3.401197382 DEG 10 (3) 3 1000. DEG .6 e (.6) 1.8221188 DEG e=2.71828182846 4 4 12.56637061 DEG 15
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DEG DEG RAD GRD DEG RAD r g 90 RAD sin(90 ) 1. RAD DEG RAD GRD RAD r g 3 DEG r 3 540. DEG 30.2 DMS DEG 30.2 DMS 30 12 0 DEG 16
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0 tan(0) 0. DEG 0 tan (0) 0. DEG 8 60 8 cos(60) 4. DEG sinh(3) 3 10.01787493 DEG sinh (3) 1.818446459 DEG R Pr R P DEG R Pr(7,25) 7 25 25.96150997 DEG R Pr R P DEG R P (7,25) 74.35775354 DEG 17
