MathPrint™ Mode
% Q
pastes the numerical integral template from the keypad to calculate the
numerical integral on a given interval with the default tolerance
H
is 1
E
M
5.
Example in RADIAN Angle Mode
% Q
q " <
% Q
0
" g " "
z X z ) "
<
To change the default tolerance,
H
, and observe how the tolerance plays a role in the
numerical solution, paste the numerical integral from the menu location,
d
MATH
8:fnInt(
, where the numerical integral template will paste with the option to modify
the tolerance as needed for an investigation of the numerical integral result.
Example in DEGREE Angle Mode
d
MATH
8:fnInt(
with
optional
tolerance
q <
d
8
0
"
3
"
z G
5
<
Classic Mode or Entry
In Classic mode or in classic edit lines, the
fnInt(
command will paste from the keypad
or
MATH
menu.
Syntax:
fnInt(
expression
,
variable
,
upper
,
lower
[,
tolerance
]
)
where
tolerance
is
optional and the default
H
is 1
E
M
5.
Example
% Q
or
d
MATH
8:fnInt(
% Q
z G
5
% .
z %
.0
%
.3
)
<
³
Problem
Find the area under the curve f(x) =
M
x
2
+4 on the x intervals from
M
2 to 0 and then from
0 to 2. What do you notice about the results? What could you say about the graph of
this function?
Math Functions
29