Realizable return refers to the actual return an investor can expect to receive from an investment, considering factors like market conditions, liquidity, and transaction costs. It contrasts with theoretical or expected returns, which may not account for practical limitations. Realizable return is crucial for assessing the true profitability of an investment, as it reflects what can be achieved in the real world. Understanding this concept helps investors make more informed decisions about their portfolios.
The return of the pink panther
The Return of Tharn was created in 1956.
Return to You was created on 2007-06-05.
Catwings Return was created in 1989.
If you are not a Canadian citizen, you can not board a flight to Canada without a return ticket. Buy a return, make sure that the return flight date can be changed.
advisable realizable recognizable
One method for creating a realizable approximation to an ideal filter is to truncate this impulse response outside of n ∈ [−M, M ].
Net realizable value. The amount a firm can collect in cash by selling an item, less the costs (such as commissions and delivery costs) of disposition.
Which one of the approaches for the allowance procedure emphasizes the net realizable value of accounts receivable on the balance sheet?
Its the net realizable value
Current cost. Replacement cost or net realizable value.
Under the allowance method, the cash realizable value of receivables is the same both before and after an account has been written off. True.
Net realizable value
Net Realizable Value
Following are methods 1 - Splitoff point method 2 - Net realizable value method
Ideal filters are not realizable because it would require a impulse response that extends from minus infinity to plus infinity, and it would be also a noncausal system. It may be proved on the frequency domain using the Paley-Wiener Criterion, which states that a square integrable magnitude response function |H(f)| is physically realizable if \int_{-\infty}^{+\infty} \frac{| \log_e |H(f)| |}{1+f^2} df < \infty Any ideal filter would require H(f) to have magnitude equals zero in a bandwidth and that would make | \log_e |H(f)| | infinitely large and the condition above would not hold.
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