Question about Texas Instruments TI-30 XIIS Calculator

I am not sure what you mean. Even politicians use the term exponential so it has become blurry.

16=2^4 The power function is related to the exponential.

16=1.6*10^1 Scientific notation. Scientific notation is an exponential display format.

Take your pick.

16=2^4 The power function is related to the exponential.

16=1.6*10^1 Scientific notation. Scientific notation is an exponential display format.

Take your pick.

Dec 10, 2013 | Calculators

I am not sure what you mean. Even politicians use the term exponential so it has become blurry.

16=2^4 The power function is related to the exponential.

16=1.6*10^1 Scientific notation. Scientific notation is an exponential display format.

Take your pick.

16=2^4 The power function is related to the exponential.

16=1.6*10^1 Scientific notation. Scientific notation is an exponential display format.

Take your pick.

Dec 10, 2013 | Calculators

I am not sure what you mean. Even politicians use the term exponential so it has become blurry.

16=2^4 The power function is related to the exponential.

16=1.6*10^1 Scientific notation. Scientific notation is an exponential display format.

Take your pick.

16=2^4 The power function is related to the exponential.

16=1.6*10^1 Scientific notation. Scientific notation is an exponential display format.

Take your pick.

Dec 10, 2013 | Calculators

You are not using it correctly. To calculate the exponential of a number you use the key sequence [SHIFT][LN] to access the exponential function. Then type it the exponent (positive or negative) and close the parenthesis.

You do not use the power key (^)

The exponential function is not affected by the angle unit when you are using real values.

You do not use the power key (^)

The exponential function is not affected by the angle unit when you are using real values.

Jul 03, 2012 | Texas Instruments TI-84 Plus Calculator

That is the exponential function. Look for a key marked [LN] (the natural logarithm). The exponential function e^(x) shares the same physical key as the natural logarithm.

You access one function directly (marking on surface of key) and the other with [2nd] LN

You access one function directly (marking on surface of key) and the other with [2nd] LN

Apr 22, 2012 | Texas Instruments TI-30XA Calculator

That is the exponential function. Look for a key marked [LN] (the natural logarithm). The exponential function e^(x) shares the same physical key as the natural logarithm.

You access one function directly (marking on surface of key) and the other with [2nd] [LN]

You access one function directly (marking on surface of key) and the other with [2nd] [LN]

Apr 22, 2012 | Texas Instruments TI-30XA Calculator

Hello,

There is no key dedicated to**e, **the base of natural logarithm, the same as there is for pi. However you can find it as the VALUE of the exponential function e^(x) for x=1. To obtain the VALUE of **e** you press [SHIFT] [ln] to access e^x, enter 1 and press [EXE].

Thus

[SHIFT][LN]1 [EXE] gives 2.718281828.

If you need that numerical VALUE often you may want to store it into a variable, say E. To do that

[SHIFT][LN]1 [-->] [APLHA] E [EXE]

From experience, I know that it is not the VALUE of**e** that you need but the symbol **e** to define the exponential function. If you press [SHIFT][LN] you get a syntax error. You can never see **e **in a multiplication, addition, or other arithmetic operation.

In this calculator, the** e **is first and foremost the symbol for the exponential function. If you need to draw the exponential function of X

you press [SHIFT][LN] X. Parentheses are not needed for simple arguments as this one, but if the exponent is a complicated expression parentheses are needed.

If you mean exponential of X you type [SHIFT][LN] [X,theta,T], but if you want exponential of (x-3z+ 0.5 y^2), you must enclose the argument (the object of the function) between parentheses

[SHIFT][LN] [ ( ] x-3*z+ 0.5*y [^]2 [ ) ] [EXE].

Hope it helps.

There is no key dedicated to

Thus

[SHIFT][LN]1 [EXE] gives 2.718281828.

If you need that numerical VALUE often you may want to store it into a variable, say E. To do that

[SHIFT][LN]1 [-->] [APLHA] E [EXE]

From experience, I know that it is not the VALUE of

In this calculator, the

you press [SHIFT][LN] X. Parentheses are not needed for simple arguments as this one, but if the exponent is a complicated expression parentheses are needed.

If you mean exponential of X you type [SHIFT][LN] [X,theta,T], but if you want exponential of (x-3z+ 0.5 y^2), you must enclose the argument (the object of the function) between parentheses

[SHIFT][LN] [ ( ] x-3*z+ 0.5*y [^]2 [ ) ] [EXE].

Hope it helps.

Nov 16, 2009 | Casio CFX 9850GA Plus Calculator

The inverse of the common log is the raise 10 to a power. the inverse of the natural log is the exponential. The log and the antilog share the same key, one is accessed directly the other as a seconf/shifted function. Same thing for the natural log (ln) and the exponential.

Oct 19, 2009 | HP 33s scientific calculator Scientific...

Hello,

Yes it does. All scientific calculators do logs, power, roots, exponential, trigonometric functions. Most do also hyperbolic and inverse hyperbolic functions.

Hope it helps.

Yes it does. All scientific calculators do logs, power, roots, exponential, trigonometric functions. Most do also hyperbolic and inverse hyperbolic functions.

Hope it helps.

Aug 16, 2009 | Casio FX-260 Calculator

there is a nice tutorial on prenhall.com

this works for ti 83, 83+, 84, 84+ and 84+ silver

this works for ti 83, 83+, 84, 84+ and 84+ silver

Nov 11, 2007 | Texas Instruments TI-84 Plus Calculator

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