Adobe framemaker 6.0 Manuale Utente
212
ADOBE FRAMEMAKER 6.0
MIF Equation Statements
You would use the following MathFullForm statement:
<MathFullForm `asin[(*T"Inverse Sine"T*)
operands
]'>
where the string "Inverse Sine" is the name given to the frame on the reference page.
Sample equations
The following examples show MathFullForm statements for complete equations.
Example 1
<MathFullForm `equal[char[x],over[plus[minus[char[b]],
pm[sqrt[plus[power[char[b],num[2,"2"]],minus[times[num[4,"4"],
char[a],char[c]]]]]]],times[num[2,"2"],char[a]]]]'>
Example 2
<MathFullForm `approx[power[char[sigma],minus[num[1,"1"]]],
fract[id[plus[num[1,"1"],times[over[id[plus[char[X],
minus[char[R]]]],times[num[2,"2"],power[char[sigma],num[2,"2"]],
id[rightarrow[indexes[0,1,char[E],num[0,"0"]],indexes[0,1,char[E],
num[1,"1"]]]]]],over[indexes[0,1,char[M],num[2,"2"]],
power[indexes[0,1,char[M],num[1,"1"]],num[2,"2"]]]]]],
id[times[char[sigma],id[rightarrow[indexes[0,1,char[E],num[0,"0"]],
indexes[0,1,char[E],num[1,"1"]]]]]]]]' >
x
b
–
b
2
4ac
–
±
2a
-------------------------------------
=
σ
1
–
1
X
R
–
(
)
2
σ
2
E
0
E
1
→
(
)
-----------------------------------
M
2
M
1
2
--------
+
è
ø
ç
÷
æ
ö
σ
E
0
E
1
→
(
)
(
)
⁄
≈