Question about Office Equipment & Supplies

Solve for g(10)

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G(10)=5 x 5,000,000,000

g(10)= 25,000,000,000

g(10)/10=25,000,000,000/10

g=2,500,000,000

Posted on Jan 14, 2013

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Posted on Jan 02, 2017

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You can do it two ways.

**Graphically:**

Open the graph utility, enter a function y1= expression(x) where expression(x) is the polynomial. Graph the function y1(x). Play with the window dimensions to display the interesting part of the graph. You can then see if there are any zeros (roots).

While the graph is displayed, press SHIFT F5 (G-Solv). Press F1:Root to look for a root. Read the value of the root at the bottom of the screen (to the left).

**Solve utility**

Open the QEquation solver, select F2:polynomial, or F3: solver.

The polynomial solve can solve polynomial equations up to degree 6.

The solve solve polynomial and any other type of non algebraic equations

Open the graph utility, enter a function y1= expression(x) where expression(x) is the polynomial. Graph the function y1(x). Play with the window dimensions to display the interesting part of the graph. You can then see if there are any zeros (roots).

While the graph is displayed, press SHIFT F5 (G-Solv). Press F1:Root to look for a root. Read the value of the root at the bottom of the screen (to the left).

Open the QEquation solver, select F2:polynomial, or F3: solver.

The polynomial solve can solve polynomial equations up to degree 6.

The solve solve polynomial and any other type of non algebraic equations

Mar 16, 2012 | Casio CFX 9850GA Plus Calculator

If you have resr the error code in service mode and it did not clear.... Odds are you are going to have to replace the upper fuser heating unit with a new fuser film or you may want to replace the whole fuser unit..... The heating element is shorting out...... Good Luck

Dec 25, 2011 | Office Equipment & Supplies

On most calculators with a solver function, you can specify a starting value for the variable (in this case x) after pressing [Solve] but before pressing the = key.

To get the three solutions, try entering the function, pressing [Solve] then an estimated starting point (say 0.5 or 0.7) then [=]. This should show the +root2/2 result (ie 0.7071067812).

You should not need to enter the function again.

Follow this by pressing [Solve] again, then another estimated starting point (say -0.5 or -0.7) then [=] to get the -root2/2 result.

Similarly, then press [Solve] again, and enter another estimated starting point (say -2) then [=] to get the final solution of -3.

On Casio calculators, the [Solve] function is usually found by pressing [Shift][Calc]. Note that the solver function generally won't return numbers in surd form, only as a decimal value.

To get the three solutions, try entering the function, pressing [Solve] then an estimated starting point (say 0.5 or 0.7) then [=]. This should show the +root2/2 result (ie 0.7071067812).

You should not need to enter the function again.

Follow this by pressing [Solve] again, then another estimated starting point (say -0.5 or -0.7) then [=] to get the -root2/2 result.

Similarly, then press [Solve] again, and enter another estimated starting point (say -2) then [=] to get the final solution of -3.

On Casio calculators, the [Solve] function is usually found by pressing [Shift][Calc]. Note that the solver function generally won't return numbers in surd form, only as a decimal value.

Jul 07, 2011 | Office Equipment & Supplies

That's 10,000 for 10 years at 6% interest compounded month.

Press

1 0 0 0 0 * ( 1 + . 0 6 / 1 2 ) y^x ( 1 0 * 1 2 ) =

Press

1 0 0 0 0 * ( 1 + . 0 6 / 1 2 ) y^x ( 1 0 * 1 2 ) =

Apr 07, 2011 | Texas Instruments Office Equipment &...

You are not alone in this problem....everyone gets grain in night pics except the people who spend $10,000 on a professional model Nikon or Canon.

Aug 31, 2010 | Cameras

x is a function, therefore it has infinite solutions. you need the function to equal a number to solve for a specific x value

ex: f(x)= 1/75*e^(-x/75)

20= 1/75*e^(-x/75), then under catolog choose solve.

solve((1/75)*e^(-x/75)=20,x) the x is what you are solving for at the end.

long hand would be multiply by 75 to get rid of 1/75..so now you have

1500=e^(-x/75)

now Ln gets rid of e so Ln(1500) = -x/75, so x = -75*ln(1500)

hope this all helps

ex: f(x)= 1/75*e^(-x/75)

20= 1/75*e^(-x/75), then under catolog choose solve.

solve((1/75)*e^(-x/75)=20,x) the x is what you are solving for at the end.

long hand would be multiply by 75 to get rid of 1/75..so now you have

1500=e^(-x/75)

now Ln gets rid of e so Ln(1500) = -x/75, so x = -75*ln(1500)

hope this all helps

Apr 26, 2010 | Texas Instruments TI-89 Calculator

I have no idea what you mean by program in this context. So I am going to assume you want to solve, because that is what one is supposed to do with an equation.

Suppose you have the quadratic equation a*X^2+b*X+c=0, where a, b, and c are constants. Specify your own constants if you want to use this calculator.

How did I get such good guesses? Usually it is trial and error, but I cheated: I drew the function to have an idea about the values of X where the function vanishes.

If that is not what you wanted, post a comment in this thread and we will take it from there. If it did not help you, I am sure it will help others.

Suppose you have the quadratic equation a*X^2+b*X+c=0, where a, b, and c are constants. Specify your own constants if you want to use this calculator.

- Define a function Y1= a*X^2+b*X+c
- Graph it if you want.
- Use the solve( command to find the roots of the equation (the zeros of the function)

- Press [2nd][0] to open the (CATALOG) of commnands
- Press [LN] (S) to jump to the first command in the CATALOG that starts with S.
- From there, scroll down till you point to solve(
- Press [ENTER]
- Commnd echoes on main calculator screen as solve( with blinking cursor. You must enter the function Y1 you defined before.
- Press [VARS], and right arrow to highlight [Y-Vars]
- Select [1:Function] then [1:Y1]
- Y1 echoes on main screen, which displays solve (Y1
- Complete the command by entering a comma, X, a comma, initial guess and ) parentheses.
- The screen dispays solve ( Y1, X, value_of_initial_guess)
- Press [ENTER]
- If your guess is good, you will not wait long to have one solution.
- To obtain the second one, press [2nd][ENTRY] to recall the last command to the command line solve ( Y1, X, value_of_initial_guess).
- Use the arrow to modify the value of the initial guess, make sure the ) is still there and press [ENTER].
- If the guess is good you will get the second solution.

How did I get such good guesses? Usually it is trial and error, but I cheated: I drew the function to have an idea about the values of X where the function vanishes.

If that is not what you wanted, post a comment in this thread and we will take it from there. If it did not help you, I am sure it will help others.

Jan 30, 2010 | Texas Instruments TI-84 Plus Calculator

Mr Tan invested 35,000 and Mrs Tan invested 45,000

The equation to solve this is given by:

mr Tan's money x

Mrs Tan's money x + 10000

x times .05 + (x + 10000) times .05 = 4000

solve for x

Loringh

The equation to solve this is given by:

mr Tan's money x

Mrs Tan's money x + 10000

x times .05 + (x + 10000) times .05 = 4000

solve for x

Loringh

Nov 06, 2008 | Computers & Internet

Hello,

I do not understand what you mean by solve complex equations, but if you want to manipulate complex numbers here are the tools you need to enter your complex numbers. Operations and function evaluations do not need special symbols.

Hope it helps.

I do not understand what you mean by solve complex equations, but if you want to manipulate complex numbers here are the tools you need to enter your complex numbers. Operations and function evaluations do not need special symbols.

Hope it helps.

Oct 31, 2008 | Casio FX-9860G Graphic Calculator

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