E.P.T.A. 2 (payload) to Virtual Tributary 1 (signal)
Please provide values below to convert E.P.T.A. 2 (payload) to Virtual Tributary 1 (signal), or change ↔.
E.P.T.A. 2 (payload)
Definition: E.P.T.A. 2 (payload) carries the information within the E.P.T.A. 2 signal, similar to E.P.T.A. 1 but with higher bandwidth for more intensive data transmission.
Funfact: E.P.T.A. 2 payload allows for the transfer of larger data sets and more complex communications, including multimedia data.
Virtual Tributary 1 (signal)
Definition: Virtual Tributary 1 (signal) is a lower-level signal used in SONET/SDH systems, often representing a lower portion of the higher bandwidth transport.
Funfact: Virtual Tributary 1 signals are used to manage smaller data channels within large-scale networks, helping to efficiently allocate network resources.
E.P.T.A. 2 (payload) to Virtual Tributary 1 (signal) Conversion Table
| 1 E.P.T.A. 2 (payload) | 4.4444444444 Virtual Tributary 1 (signal) |
| 2 E.P.T.A. 2 (payload) | 8.8888888889 Virtual Tributary 1 (signal) |
| 3 E.P.T.A. 2 (payload) | 13.333333333 Virtual Tributary 1 (signal) |
| 5 E.P.T.A. 2 (payload) | 22.222222222 Virtual Tributary 1 (signal) |
| 10 E.P.T.A. 2 (payload) | 44.444444444 Virtual Tributary 1 (signal) |
| 50 E.P.T.A. 2 (payload) | 222.22222222 Virtual Tributary 1 (signal) |
| 100 E.P.T.A. 2 (payload) | 444.44444444 Virtual Tributary 1 (signal) |
| 1000 E.P.T.A. 2 (payload) | 4444.4444444 Virtual Tributary 1 (signal) |
| 10000 E.P.T.A. 2 (payload) | 44444.444444 Virtual Tributary 1 (signal) |
| 100000 E.P.T.A. 2 (payload) | 444444.44444 Virtual Tributary 1 (signal) |
| 1000000 E.P.T.A. 2 (payload) | 4444444.4444 Virtual Tributary 1 (signal) |
How to Convert E.P.T.A. 2 (payload) to Virtual Tributary 1 (signal)
1 E.P.T.A. 2 (payload) = 4.4444444444 Virtual Tributary 1 (signal)
1 Virtual Tributary 1 (signal) = 0.225 E.P.T.A. 2 (payload)
we use cross multiplication method
E.P.T.A. 2 (payload) → Virtual Tributary 1 (signal)
1 → 4.4444444444
1.5 → ?( suppose x)
=>1.5*4.4444444444=1*x
by simplifying
x=6.6666666667