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The problem I am running into is trying to interpret ASME Sec. II part D, Table Y-1. Although the material is allowed up to 1200°F, yield stresses are only listed up to 1000°F. However, I need the yield strength of the tubes, tubesheets, and shell cyl. at 1150°F to complete the UHX tubesheet calculations.

Its not all bad with MBAs. As a failure analyst I thank them daily for my job security.

Recognition of the $30,000 consulting services on 1/31:

Expense accrual: when services or goods have been received by an entity, but not yet paid for. At Indiana University, all BUY.IU purchase entries are automated, and the accounts payable accrual will be posted automatically. For example, a department purchased $500 of office supplies in June 202X but was not invoiced until July 202X – this expense occurred in the final period of the accounting year, but is not paid until the bill is received in the first period of the following year. As the expense was incurred but not paid for during the same fiscal year, a payable will need to be recorded. For IU’s current year financial statements to be complete, the following accounting entry will be recorded in the general ledger:

Cash Basis - You would record the revenue on 1/1, when you received the cash from the customer. Accounting entry on 1/1:

It follows that any number can be uniquely encoded in the Fibonacci coding. And we can describe this representation with binary codes $d_0 d_1 d_2 \dots d_s 1$, where $d_i$ is $1$ if $F_$ is used in the representation. The code will be appended by a $1$ do indicate the end of the code word. Notice that this is the only occurrence where two consecutive 1-bits appear.

$0, 1, 1, 2, 3, 5, 8, 13, 21, 34, 55, 89, . $

Consider the Fibonacci sequence modulo $p$. We will prove the sequence is periodic and the period begins with $F_1 = 1$ (that is, the pre-period contains only $F_0$).