Sentence examples for constant cash flow from inspiring English sources

The phrase "constant cash flow" is correct in written English.
You can use it in any context in which you are referring to a consistent income or revenue stream over an amount of time. For example, "Having a constant cash flow is essential for most businesses."

Exact(5)

With Gears of War providing a constant cash flow and the talented team behind Painkiller, I'm pretty sure EA has acquired itself a goose that lays golden eggs.

However, tontines do not have to be structured the historical way, i.e. with a constant cash flow shared amongst a shrinking group of survivors.

More cash needs to flow in if they are to realise their vision to provide overhead tanks in the two extension water points as well as have a constant cash flow to ensure their machinery remains functional throughout the year.

A perpetuity is a constant cash flow at regular intervals forever, for example, a preferred stock that pays $1000 a year for forever.

An annuity is a constant cash flow occurring at regular intervals for a fixed period of time, for example, $1000 per year for 10 years.

Similar(55)

If the technology can produce incomes infinitely, the ({text{NPV}}_{i}) of the constant cash flows would be {text{NPV}}_{i} = V_{i} - C_{i} = frac{{s_{i} }}{i} - C_{i} (19).

The company's rapid expansion — in 2000 it published eight new series, including "Watching Wildlife" and "City Maps" — was accompanied by constant cash-flow crises.

For a 10-year (2012 to 2021) financial projection of Mega Metallurgy Power, interest, foreign exchange, and inflation rates are assumed constant, and cash flow deficits are financed by short-term (S/T) loans (Table8).

"You have a huge overhead that's constant, and yet the cash flow is not constant," he said.

Suppose instead of paying down debt NBC keeps its ratio of debt to operating cash flow constant.

Assuming a constant leverage ratio and perpetual free cash flows (i.e., (g = 0)), the tax shield according to the ME approach is determined by begin{aligned} mathrm{TS}^{ME}_t&=sum _{s=t+1}^infty frac{tau cdot r_Dcdot mathbb {E}_t[widetilde{D}_{s-1}]}{(1+r_D)(1+r_mathrm{u})^{s-t-1}}=frac{tau cdot r_Dcdot D_t}{r_mathrm{u}}frac{1+r_mathrm{u}}{1+r_D}.

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