Solving Equations Using TI-83/TI-83+ SOLVER - Pepperdine University
Basic procedure:
Solving Equations Using TI-83/TI-83+ SOLVER
1. Press MATH 2. Press 0 : (selects EQUATION SOLVER) 3. Press a then CLEAR (clears any existing equation) 4. Enter the equation to be solved. The equation must be algebraically rearranged to be equal to
zero. 5. Press ENTER, enter a guess value 6. Press ALPHA ENTER (execute the SOLVE is on the ENTER key)
If solving chemical problems, the guess should be chemically valid and, if possible, near the solution value. If the SOLVER result is not chemically valid, try a different guess value.
Example:
For a particular chemical equilibrium problem, the solution for equilibrium concentrations is
0.45
=
(0.10 - 2x)2 (0.05 + x)(0.15 +
3x)3
1. Press MATH
2,3. Press 0 , a , CLEAR Enter the equation
0
=
(0.10 - 2x)2 (0.05 + x)(0.15 +
3x)3
- 0.45
4,5. Press ENTER, enter a guess. In this example the guess is 0.01.
6. Press ALPHA ENTER to execute the SOLVE
The numerical solution is 0.0369. Demonstrate that if a chemically invalid guess (such as 0.05) is used, SOLVER will return a chemically invalid result (0.079)1. Likewise, an improper guess of 0.2 returns a solution of 0.395. Entering a guess of a negative number may yield an acceptable result or an erroneous result; for example, a guess of ?0.01 yields the correct 0.0369 but a guess of ?0.1 yields the chemically invalid result of ?0.711.
1 0.079 is invalid since 0.05-2(0.079) is a negative number.
................
................
In order to avoid copyright disputes, this page is only a partial summary.
To fulfill the demand for quickly locating and searching documents.
It is intelligent file search solution for home and business.
Related download
- laplace transforms for systems of differential equations usm
- solving systems of equations
- solving systems of linear equations with inverses copy
- solving 3x3 systems of equations university of minnesota
- advanced numerical differential equation solving wolfram
- numerical methods i solving nonlinear equations new york university
- chapter 5 iterative methods for solving linear systems
- an adaptive solver for systems of linear equations sourceforge
- 1 systems of linear equations ucla mathematics
- a brief overview of nonlinear ordinary university of chicago
Related searches
- ti 83 calculators for sale
- online ti 83 calculator free
- ti 83 84 calculator online
- ti 83 scientific calculator online
- virtual ti 83 calculator online
- ti 83 calculator online download
- ti 83 plus download free
- ti 83 calculator interactive
- ti 83 download free
- free online ti 83 calculator
- calculator ti 83 free download
- ti 83 standard deviation steps