Precision

In general, π1 at the 10th digit for a single

 

calculation. Precision for exponential

 

display is π1 at the least significant digit.

 

Errors are cumulative in the case of

 

consecutive calculations.

Function Calculation Input Ranges and Precision

 

Functions

 

 

 

Input Range

 

 

 

 

 

 

 

DEG

 

0  ∴x9 σσ109

 

sinx

RAD

 

0  ∴x157079632.7

 

 

GRA

 

0  ∴x1 σσ1010

 

 

DEG

 

0  ∴x9 σσ109

 

cosx

RAD

0  ∴x157079632.7

 

 

GRA

 

0  ∴x1 σσ1010

 

 

DEG

 

Same as sinx, except when x= (2n–1) σσ90.

 

 

 

 

 

tanx

RAD

Same as sinx, except when x= (2n–1) σσΠ/2.

 

 

GRA

 

Same as sinx, except when x= (2n–1) σσ100.

 

 

 

 

 

 

 

sin–1x

0

 ∴x∴ 1

 

cos–1x

 

 

 

 

 

 

tan–1x

0

 ∴x∴ 9.999999999 σσ1099

 

sinhx

0

 ∴x∴ 230.2585092

 

coshx

 

 

 

 

 

 

sinh–1x

0

 ∴x∴ 4.999999999 σσ1099

 

cosh–1x

1

 x 4.999999999 σσ1099

 

tanhx

0

 ∴x∴ 9.999999999 σσ1099

 

tanh–1x

0

 ∴x∴ 9.999999999 σσ10–1

 

logx/lnx

0

x 9.999999999 σσ1099

 

10x

–9.999999999 σσ1099  x  99.99999999

 

ex

–9.999999999 σσ1099  x  230.2585092

 

'x

0

 x 1 σσ10100

 

x2

x∴∴ 1 σσ1050

 

x–1

x∴∴ 1 σσ10100 ; x & 0

 

3'x

x∴∴ 1 σσ10100

 

x!

0

 x  69 (x is an integer)

 

 

 

 

 

nPr

0

 n 1 σσ1010, 0  r  n (n, r are integers)

 

1

 {n!/(nr)!} 1 σσ10100

 

 

 

 

 

 

 

nCr

0

 n 1 σσ1010, 0  r  n (n, r are integers)

 

1

 n!/r! 1 σσ10100 or 1  n!/(nr)! 1 σσ10100

 

 

 

 

 

 

Pol(x, y)

x, y∴ 9.999999999 σσ1099

 

x2 + y2

9.999999999 σσ1099

 

Rec(r, θ)

0

 r 9.999999999 σσ1099

 

θ: Same as sinx

 

 

 

 

 

 

 

 

B

 

 

 

E-26