100
x
< 1 x 10
tanh x
99
– 1
x
< 5 x 10
sinh
x
– 1
99
cosh
x
≦
x < 5 x 10
1
– 1
x
< 1
tanh
x
– 99
≦
x < 1 x 10
1 x 10
log x, ln x
x
100
10
< x < 100
–1 x 10
x
e
100
< x
≦
–1 x 10
230.2585092
100
x < 1 x 10
0
≦
x
50
2
x
< 1 x 10
x
3
x
< 2.15443469003 x 10
x
100
x
< 1 x 10
, x ≠ 0
1/x
x
100
< 1 x 10
3
x
0
≦
x
≦
69, x er et heltal.
x !
R P
2
2
x
+
y
< 1 x 10
P R
100
≦
r < 1 x 10
0
θ
< 4.5 x 10
Grader:
θ
< 2.5 x 10
Rad:
θ
< 5 x 10
Nygrader:
for tan x, dog
θ
≠ 90 (2n+1)
Grader:
π
θ
≠ 2
Rad:
(2n+1)
θ
Nygrader:
≠ 100 (2n+1), (n er et heltal)
D , M, S < 1 x 10
100
x
< 1 x 10
y
x
100
x > 0 : –1 x 10
< y log x < 100
x = 0 : y > 0
x < 0 : y = n, 1/(2n+1), n er et heltal.
100
< y log│ x │ < 100
men –1 x 10
y
x
y > 0 : x ≠ 0, –1 x 10
y = 0 : x > 0
y < 0 : x=2n+1, l/n, n er et heltal.(n≠0)
100
<
men –1 x 10
-Da8-
SR260B_SR-281N_Dannish_v090331.doc
2009/4/1
100
33
100
10
grader
8
£krad
10
nygrader
100
, 0 ≦ M, S
1
100
<
log y < 100
x
1
y
< 100
log
x
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