Casio FX 260 User Manual - Page 16

Hyperbolic/Inverse Hyperbolic Functions, Common and, Natural Logarithms, Exponents

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kHyperbolic/Inverse Hyperbolic Functions • Example 1: sinh 3.6 3.6 M S 18.28545536 • Example 2: sinhҀ1 30 30 M A j 4.094622224 kCommon and Natural Logarithms, Exponents • Example 1: log 1.23 1.23 R 0.089905111 • Example 2: In 90 (҃loge 90) 90 T Iog 64 • Example 3: Iog 4 64 R \ 4 R = 4.49980967 3. • Example 4: 100.4ѿ5 eȕ3 .4 A Q + 5- 3E AU= 2.760821773 • Example 5: 23 2 w 3 = 8. • Example 6: 2ȕ3 2 w 3 E = 0.125 • Example 7: e10 10 A U 22026.46579 - 14 -

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k
Hyperbolic/Inverse Hyperbolic Functions
•
Example 1:
sinh 3.6
3.6
M
S
•
Example 2:
sinh
²
1
30
30
M
A
j
k
Common and
Natural Logarithms, Exponents
•
Example 1:
log 1.23
1.23
R
•
Example 2:
In 90 (
µ
log
e
90)
90
T
•
Example 3:
64
R
\
4
R
=
•
Example 4:
10
0.4
±
5
e
3
.4
A
Q
+
5
-
3
E
A
U
=
•
Example 5:
2
3
2
w
3
=
•
Example 6:
2
3
2
w
3
E
=
•
Example 7:
e
10
10
A
U
3.
Iog 64
Iog 4
22026.46579
0.125
8.
2.760821773
4.49980967
0.089905111
4.094622224
18.28545536