Texas Instruments TI-84 Plus Calculator "exponential function 83" Questions

...the calculator to solve problems of exponential functions there is a nice tutorial on prenhall.com this works for ti 83, 83+, 84, 84+ and 84+ silver e to power of -.93 (.93 to power of 0 divided by

I am trying to type in x^4-2sin^2(x) on my ti-83 plus. Unfortunately, it will not let me put the ^2 directly after the sin The calculator treats sin(x) as a single unit. You have to enter it as "sin(x

...function grows very fast and your calculator cannot handle number larger than 10^100. This puts a limit on the argument of the exponential.e^230 is about 7*10^99 and e^231 overflows the memory. Now, ...

power of x, etc..) is a well-behaved function that should not give you any problem.  It is a decreasing exponential (power function). Reset Calculator to defaults and try again. Leave Xscale at 1

exponential function, use 2nd e^x (the shifted function of the LN key, located left of the 4 key).If you mean to raise 10 to a power, use 2nd 10^x (the shifted function of the LOG key, located left of

exponential function, use 2nd e^x (the shifted function of the LN key, located left of the 4 key).If you mean to raise 10 to a power, use 2nd 10^x (the shifted function of the LOG key, located left of

...the shifted key of LOG. Press [2nd][LOG] 1.5283, close the right parenthesis and press [ENTER]. If you are looking for the `ANTILOG` of a natural logarithm, use the exponential function key

...function of the natural logarithm is the EXPONENTIAL noted e to the x or e^x. On calculators the two functions usually share the same physical key. For example, LN is accessed directly and e^x is ...

exponential. ln(e^(x))=e^(ln(x)) =x 2. Common logarithm (logarithm in base 10) The common logarithm has an inverse function, often called the antilogarithm or antilog. There is an equivalence. y=log(x

...exponential e by [2ND] [LN] (e^x) and the natural log by pressing [LN]. In each case you have to enter the right parenthesis. This what you should get. If you are not familiar with these function, ...