*lf the total number of digits for degrees/minutes/seconds ex
ceeds 11 digits, the high-order values (degrees and minutes)
are given display priority, and any lower-order values are not
displayed. However, the entire value is stored within the unit
as a decimal value.
2.5 x (sin 10.8-cos'10.9)
= 68°13'13.53"
2.5Q Q D S @ 0.8B
68013’13.53”
■ Logarithmic and exponential functions
•The operations noted below cannot be performed in the BASE-N mode.
Example
log 1.23 (logi01.23)
= 8.99051114x10 2
In90 (loge90) = 4.49980967
log456 -5- In456
= 0.4342944819
(log/ln ratio = constant M)
4X = 64
.Hog 4 = log 64
x = ^ = 3
log 4
101 23 =16.98243652
Operation
021)1.2311!
Qn)90IHl
OH)456BCDD456(H)
(H) 64 B (55) 4 (HI
S601.23(H)
(To obtain the anti-logarithm of common logarithm 1.23)
e45 = 90.0171313
(To obtain the anti-logarithm of natural logarithm 4.5)
io4-e_4+i.2-io2-3
= 422.5878667
5.62 3 = 52.58143837
V l23 ( = 1 2 3 7 )
= 1.988647795
SIS)4.5(H)
@ 0 0 4 Q @ IS iE )O 4 B
1 . 2 D S 0 2 . 3 @
5.602.3(H)
70123(H)
Display
0.0899051114
4.49980967
0.4342944819
3.
16.98243652
90.0171313
422.5878667
52.58143837
1.988647795
- 5 6 ~
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