Pocket Calculator 2 Plus Free Download

The Museum of HP Calculators displays and describes Hewlett-Packard calculators introduced from 1968 to 1986 plus a few interesting later models. There are also sections on calculating machines and slide rules as well as sections for buying and selling HP calculators, an HP timeline, collecting information and a software library.

I know I've seen a scientific calculator app for a Galaxy watch, but I sure can't find it now. It's a $1 app with a second screen with trig functions etc, those being red (or possibly green) on black, as I recall.

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I have an Active2, and in any case I'm looking for a calculator with parentheses and math functions beyond basic arithmetic. In my dreams I'd love to find an RPN calculator, but I ain't holdin' my breath on that one.

The Orion TI-30XS Multiview Talking Scientific Calculator is a modified TI-30XS Multi-view with beautiful support that adds accessibility and additional controls. APH partnered with Orbit Research and Texas Instruments to make this powerful calculator accessible.

Unique Access and Screen Review Capability to a Multi-line Scientific Calculator

The attachment consists of a unit on the back of the calculator with three function keys on the front of the calculator, above the LCD display. These function keys control preferences, volume, rate, pause, silence, and the unique Learn mode. The comprehensive screen review function allows the user to move to the previous line, next line, next word, next character, read all, and spell out the last spoken text.

The HP-35 was Hewlett-Packard's first pocket calculator and the world's first scientific pocket calculator:[1] a calculator with trigonometric and exponential functions. It was introduced in 1972.

In about 1970 HP co-founder Bill Hewlett challenged his co-workers to create a "shirt-pocket sized HP-9100". At the time, slide rules were the only practical portable devices for performing trigonometric and exponential functions, as existing pocket calculators could only perform addition, subtraction, multiplication, and division. Introduced at US$395 (equivalent to $2,800 in 2022),[2] like HP's first scientific calculator, the desktop 9100A, it used reverse Polish notation (RPN) rather than what came to be called "algebraic" entry. The "35" in the calculator's name came from the number of keys.

The calculator used a traditional floating decimal display for numbers that could be displayed in that format, but automatically switched to scientific notation for other numbers. The fifteen-digit LED display was capable of displaying a ten-digit mantissa plus its sign and a decimal point and a two-digit exponent plus its sign. The display used a unique form of multiplexing, illuminating a single LED segment at a time rather than a single LED digit, because HP research had shown that this method was perceived by the human eye as brighter for equivalent power. Light-emitting diodes were relatively new at the time and were much dimmer than high-efficiency diodes developed in subsequent decades.

The calculator used three "AA"-sized NiCd batteries assembled into a removable proprietary battery pack. Replacement battery packs are no longer available, leaving existing HP-35 calculators to rely on AC power, or their users to rebuild the battery packs themselves using available cells. An external battery charger was available, and the calculator could also run from the charger, with or without batteries installed.

The calculator had a four-register stack (x, y, z and t), the "enter" key pushed the displayed value (x) down the stack. Any binary operation popped the top two registers and pushed the result. When the stack was popped, the t register duplicated into the z register.

Follow-on calculators used varying mechanical packaging but most were operationally similar. The HP-25 was a smaller, cheaper model of a programmable scientific calculator without magnetic card reader, with features much like the HP-65. The HP-41C was a major advance in programmability and capacity, and offered CMOS memory so that programs were not lost when the calculator was switched off. It was the first calculator to offer alphanumeric capabilities for both the display and the keyboard. Four external ports below the display area allowed memory expansion (RAM modules), loading of additional programs (ROM modules) and interfacing a wide variety of peripherals including HP-IL ("HP Interface Loop"), a scaled-down version of the HPIB/GPIB/IEEE-488 instrument bus. The later HP-28C and HP-28S added much more memory and a substantially different, more powerful programming metaphor.

i have been looking for a tutorial for a scientific calculator one the web but i could not find anything. my aim is to learn how to write a calculator app similar to the one in iPhone. does any know of any tutorials that can help me learn how to add scientific functions to a calculator app. keep in mind that i have tried the various versions of the basic calculator and have been through a few of those tutorials and just want to learn and may use the methods to add scientific functions such as rad, sin, cos and some other stuff in the app. i will be great full for any help i can get.

now in the view controller that you are trying to display the calculator you need to access all of these functions and display them in your outlets, such as buttons and text field and so on. here is the .h file

The Standford iOS programming class cs193p has an example of building a simple calculator. Might be a good place to start. Great course, great videos. Paul Hagarty is a very good instructor. The scientific functions would not be hard to add once you have the core done.

The Calculator app for Windows 10 is a desktop calculator that includes standard, scientific, programmer, and date calculation modes. Scientific mode is typically used for more complex math functions like trignometry, exponents, and logarithms. To use scientific mode:

The course describes some of the main features of a scientific calculator and encourages you to use your calculator, both for everyday arithmetic and for more complicated calculations that use the function keys as well. Key sequences, which describe which keys to press, are included in all the activities, so you can try out the ideas straightaway.

Due to the wide range of scientific calculators available, for the purposes of this course we will be concentrating on the Casio fx-83ES model. Other calculators may function differently to the methods described within this course.

This calculator is used on the Open University courses Starting with maths (Y182) and Discovering mathematics (MU123), but would also be useful for many other courses requiring the use of a scientific calculator.

The first 11 sections describe how to use the calculator and how to perform different types of calculations. Section 12 contains a calculator reference guide that you can refer to as needed for some of the main key sequences.

The lower half of the keypad contains the number keys, keys for the basic operations of addition, subtraction, division and multiplication, and the key, which is pressed when you want the calculator to display the result of the calculation you have entered. The keys used to insert brackets into a calculation are in the centre of the row above the number keys.

Some calculator operations are accessed through a system of menus that are displayed on the calculator screen, as shown in Figure 3. The required menu option is selected by pressing the number key associated with the option, as given on the calculator screen.

The figure shows the display on a calculator screen containing four lines of text. The top row of the screen contains a downward pointing arrowhead towards the right end. First line of text is 1 : M t h I O (written as one word) space 2 : Line I O (written as one word). Second line of text is 3 : Deg space 4 : Rad. Third line of text is 5 : Gra space 6 : Fix. Last line of text is 7 : Sci space 8 : Norm.

The calculator has many modes of operation that affect how mathematics is entered and displayed. These will be described later in this guide, but before progressing any further you should reset your calculator to the default course settings.

Basic calculations are entered into the calculator in exactly the same order as they are written on paper, as demonstrated in the following activity. The calculator displays the calculation that you enter. When you press , the answer is displayed at the bottom right of the screen.

Note that the calculator uses the BIDMAS rules. These say that any expression within Brackets should be calculated first, then any Indices (often called powers), followed by Divisions and Multiplications and finally Additions and Subtractions.

There are several keys on the calculator that enable you to perform calculations involving powers. For small powers such as squares or cubes there are dedicated buttons, and , which are located in the function key area of the keypad. These are used in a similar manner to how you would write mathematics; for example, to enter you would press . The display also shows the maths in the same way as you would write it on paper.

In fact, some calculators permit the key to be used for both purposes, but many other calculators require the equivalent of the key to be used for negative numbers. For this reason we shall use to input negative numbers throughout this guide.

You may have been surprised that the correct answer to part (5) is negative. According to the BIDMAS rules, the squaring is performed first, then the negative taken. If we wanted to calculate the square of , we write this mathematically as and would need to use the brackets when evaluating it on a calculator.

You may have noticed that the results of both these exercises were displayed on the calculator as top-heavy fractions. This is the default behaviour of the calculator in Math mode. You can toggle between a top-heavy fraction and its mixed number equivalent using the key sequence . ff782bc1db