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To convert H ( e J w )into a difference equation, we must first express H ( e J W )in terms of complex exponentials. Expanding the cosine into a sum of two complex exponentials, we have

- 193 -

+ 2.2e-i'u + e - 2 i " ] ~ ( e J " )= 2 X ( e l w )

+ 2 . 2 y ( n - I) + y ( n - 2 ) = 2 x ( n )

which leads to the following difference equation when we take the inverse DTFT of each term:

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y(n)

Find the frequency responseof a linear shift-invariant system whose input and output satisfy the difference equation y ( n ) - 0.5y(n - 1 ) = x(n) 2x(n - I) x ( n - 2)

Summary

To find the frequency response, we begin by finding the DTFT of each term in the difference equation

Figure 17-3

- OSe-j")Y(eJ")

+ 2e-1" + e - ~ ' " ) x ( e J ~ )

Because ~ ( e j " = ~ ( e J " ) / X ( e j " ) we have ) .

+ 0.5e-iw + 0 . 7 5 e - z J " ] ~ ( e i " )= [l - 0 5 - j w + e - 3 ~ " ] ~ ( e J " )

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y(n)

+x(n - 3 )

Find a difference equation to realize a linear shift-invariant system that has a frequency response

To find a difference equation for H ( e j W ) .we must first express tan w in terms of complex exponentials:

- 194 -

jlej" + e - j " ] ~ ( e j " ) = [ei"

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Interest is the price paid for using money or loanable funds, expressed as a percentage of the amount borrowed. If the rate of interest is 8 percent per year, this means that for $100 borrowed today, $108 will have to be repaid a year from today. For simplicity, we discuss the pure rate of interest or the interest on a riskless loan (as on a U.S. government bond). Other interest rates are higher depending on the risk, maturity, administrative cost, and competitiveness of the loanable-funds market. The equilibrium interest rate is determined at the intersection of the market demand and supply curves of loanable funds. The demand for loanable funds comes from the borrowing of rms, consumers, and government, and is negatively sloped. To maximize pro ts, a rm will borrow in order to invest in machinery, inventory, etc., as long as the return, or marginal productivity, of the investment exceeds the rate of interest on borrowed funds. Thus, interest rates allocate the scarce loanable funds to the most productive uses. The supply of loanable funds stems from the past and current savings of individuals and rms. It is upward sloped and is greatly affected by monetary policy.

-e-j"]~(ej")

Inverse transforming, we obtain the following difference equation:

+ 1 ) -x(n - 1)

By introducing a delay and dividing by j, this difference equation may be written in the more standard form

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