3 Each year, 20% of all untenured State University faculty become tenured, 5% quit, and 75% remain untenured. Each year, 90% of all tenured S.U. faculty remain tenured and 10% quit. Let U, be the number of untenured S.U. faculty at the beginning of year t, and T, the tenured number. [U+1] Use matrix multiplication to relate the vector to T++1] the vector

Advanced Engineering Mathematics
10th Edition
ISBN:9780470458365
Author:Erwin Kreyszig
Publisher:Erwin Kreyszig
Chapter2: Second-order Linear Odes
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3 Each year, 20% of all untenured State University faculty
become tenured, 5% quit, and 75% remain untenured. Each
year, 90% of all tenured S.U. faculty remain tenured and
10% quit. Let U, be the number of untenured S.U. faculty
at the beginning of year t, and T, the tenured number.
[U+1]
Use matrix multiplication to relate the vector
to
T++1]
the vector
Transcribed Image Text:3 Each year, 20% of all untenured State University faculty become tenured, 5% quit, and 75% remain untenured. Each year, 90% of all tenured S.U. faculty remain tenured and 10% quit. Let U, be the number of untenured S.U. faculty at the beginning of year t, and T, the tenured number. [U+1] Use matrix multiplication to relate the vector to T++1] the vector
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