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Data input and output. Tuesday, August 9, 2011. Contents 1. Projectile Problem 2. A simple programming example. Designing a program. HP 35S Calculator Programs Dr.D.G.Simpson Departmentof Physical Sciences and Engineering PrinceGeorge’s CommunityCollege May 3, 2014 Programs in this appendix are written for the Hewlett-Packard HP 35s scientific calculators, and can be easily modi fied to run on other HP calculators that use HP RPN. HP 35s Calculator - Programming. The program I present here is a long way from being as powerful as the facilities provided by the 15C, 41C/Advantage, or 42S, but it does provide several useful matrix operations in one simple tool. Stopping or interrupting a program. HP 35s manual, but many equations can only be solved using the function solver. It contains some departures from previous HP calculator practice, not least being the absence of the rectangular <–> polar transformations. The HP 35s does not have any general purpose matrix operations built in, although it can solve 2×2 and 3×3 linear systems. Kepler’s Equation 3. Testing a program. The HP-35S was released to commemorate the 50th anniversary of the original HP-35A calculator's release. Running a program. Entering and displaying data. Solution: Enter the equation as before. Title: Microsoft Word - HP-35s_Math_1.doc Author: System Administrator Created Date: 3/18/2008 1:43:17 PM Introduction. For complex roots Flag zero is set and the imaginary part is in the upper part of the display. Program boundaries. Selecting a mode. Example for running a program in RPN. notice register your product at: www.register.hp.com this manual and any examples contained herein are provided “as is” and are subject to change without notice. … Try solving the equation given at the beginning: 4x² - 14 LOG (x) = 33. hp 35s scientific calculator user's guide h edition 1 hp part number f2215aa-90001. Labels: HP 35S Quadratic equation. The entered value for B is divided by -2 to convert it for use by the solution routine which is for the modified quadratic Ax^2 - 2Bx + C = 0. This made it less suitable for surveying use, but this could be overcome with suitable programming. Editing a program. The HP-33s and HP-35s programs below accept the coefficients A, B, and C of the quadratic Ax^2 + Bx + C = 0. CONSTRUCTION: Engineering Economics. Entering a program . Using RPN, ALG and equations in programs .

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