It is an established principle of accountancy that assets and liabilities which are expressed in a currency other than that in which the capital is expressed, are to be converted into the currency of the capital. This principle follows quite naturally from the fundamental proposition that accounting is the art to record the history of a capital in the sense of a fund set aside for a particular business purpose. The rules that all assets and liabilities in foreign currency are to be converted into the currency of the share capital has one exception in the case in which the share capital was for technical reasons, expressed in a currency different from that in which it was intended to be invested. In that case, the balance sheet is to be expressed in the intended currency as soon as this becomes technically possible and the share capital from that date onward, must be converted into the intended currency at the rate of exchange in force at the date on which the conversion became first possible.
The cash budget is probably the most basic of all budgets for the small manufacturer. The cash budget can serve a multitude of purposes. It not only can help to assure adequate cash resources but also it can serve as a sort of expense budget of the business. In this way, several budgets have been rolled into one.
The article represents a yield formula for calculating irregular installment payments. A fundamental problem in the mathematics of finance is the present valuation of future payments. When they take the form of an annuity of C every period for "n" periods, we have the concise formula P= C(1 -&mul;)/I, which may be expanded in an elementary series. If there is only one future payment, the formula is even simpler, P = Cμ n , and the series is quite as elementary. There are cases in which payments are not all for the same amount. If the variations follow some law, there is still a formula to be had but it becomes more complex. In this fall increasing, decreasing, and deferred annuities, bonds and serial bonds and "balloon note" and "drop payment" installment finance deals. The author proposes to derive an approximation formula for the rate of interest in the general case of future repayments of a present indebtedness, whether they be many or one, equal or unequal and when such a formula, has been obtained, one shall find that it includes both the annuity and single payment formulas as special cases.