Graphics Programs Reference
In-Depth Information
Solution:
From Eq. (1B.18) we have
F 2
–
G 1
1
F 3
–
G 1 G 2
1
–
G 1 G 2 G 3
F 4
1
F
=
+
---------------
+
---------------
+
---------------------
1
G 1
G 2
G 3
G 4
F 1
F 2
F 3
F 4
1 dB
6 dB
6 dB
–
1 dB
20 dB
–
8 dB
60 dB
10 dB
100
10
0.7943
0.1585
10 6
1.2589
3.9811
3.9811
It follows that
3.9811
–
0.7943
1
10
–
1
3.9811
–
1
F
=
1.2589
+
-------------------------
+
-------------------------------
+
---------------------------------------------------
=
5.3629
100
×
0.7943
0.158
×
100
×
0.7943
F
=
10
log
(
5.3628
)
=
7.294 dB
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