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Nonpro t institutions include independent foundations, family founda tions, public charities, operating foundations, professional and technical societies, academies of science or engineering, trade associations, corporate foundations, and community foundations. The contribution of nonpro t institutions to the national research and development effort in the United States has remained at about 3 percent from the early 1970s through 2002, according to the National Science Foundation. Another characteristic of funding from nonpro t institutions is that the proportion of funding dedi cated to basic research has increased at the expense of applied research. The apparently re ects policy changes in one of the largest nonpro t orga nizations in the United Sates, the Howard Hughes Medical Institute. In 1973, it funded applied research exclusively. However, as of 1997, all of its disbursements for research and development were for basic research. An alphabetical list of some of the major nonpro t institutions is shown in Figure 6.23. Although the contribution of nonpro t institutions represent only a percentage of overall research and development funding in the United States, it is signi cant in biotech because the distribution is primarily for research and development in the life sciences. As shown in Figure 6.24, 72 percent of funding from nonpro t organizations in the United

Now let us suppose that the swing was somehow set in oscillatory motion with frequency w in the remote past and that it has been swinging with this frequency ever since; for example, (2.54) if>(t) = if>osinwt, where if>o is the amplitude of the oscillations. Then, if we substitute (2.54) in (2.53), we find that (2.55) whose only solution 16 is w = In other words, the frictionless swing can oscillate forever only at the single frequency For this reason, is said to be its natural frequency of oscillation. Any real swing, however, also has friction that will eventually stop its motion. Let us suppose that this is a sort of viscous friction proportional to the velocity, say -m'Yl(p, where "I is a constant. The effect of the person pushing the swing will be taken into account by adding a driving force: say, mIF(t), for convenience. Then the equation of motion is ., . 9 (2.56) if> + 'Yif> + Iif> = F.

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Consider now what happens if we push the swing with an arbitrary frequency w [e.g., we take F(t) = Asinwt, where A is a real number describing the strength of our pushes]. To simplify the math, we can define a new complex function 'P(t) such that 17 if> (t) = ~ {'P( t)}; then, as (2.56) is linear, 'P( t) obeys the simpler equation

Fixed assets for which no depreciation has been taken should be valued at fair market value. For example, if your company owns a vehicle for which no depreciation has been taken, you might consider using the blue book value, which refers to a book that automobile dealers consult to determine the fair market value of a vehicle. Or you could check the going rate for similar vehicles. You can enter the fair market value of a xed asset as of the start date during the interview, or you can leave it blank at this point and enter it later. If, on the other hand, you have tracked depreciation for a xed asset, answer that you would like to set up depreciation accounts in the interview. QuickBooks will ask you to enter both the original cost of the asset and the value of the asset as of the start date in other words, the cost of the asset less any depreciation deductions taken.

(2.57)

Equation (2.57) can be solved very quickly using an intuitive method invented by Oliver Heaviside called operational calculus [282, 283, 610]. First, we rewrite (2.57) as J2 d 9 } () A iwt (2.58)

Nonpro t Institutions Beth Israel Deaconess Medical Center Dana-Farber Cancer Institute Ford Foundation Fred Hutchinson Cancer Research Center Gates Foundation Howard Hughes Medical Institute Irvine Foundation Mayo Foundation Packard Foundation Pew Charitable Trusts Robert Wood Johnson Foundation Rockefeller Foundation SRI International Takeda Foundation

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