题目内容
（请给出正确答案）
[多选题]
function/'fʌŋkʃən/（）
A.功能;职责
B.运行;活动;行使职责
C.主题;科目，实验对象，主语
D.邪恶的;不幸的;有害的;不道德的
答案
AB
如果结果不匹配，请 联系老师 获取答案
题目内容
（请给出正确答案）
答案
如果结果不匹配，请 联系老师 获取答案
题目内容
（请给出正确答案）
A.功能;职责
B.运行;活动;行使职责
C.主题;科目，实验对象，主语
D.邪恶的;不幸的;有害的;不道德的
答案
AB
如果结果不匹配，请 联系老师 获取答案
更多“function/'fʌŋkʃən/（）”相关的问题
对下面的Pascal程序： PROGRAM ex710； VAR k：Real； FUNCTION f(n：Integer)：Real； BEGIN IF n＝0 THEN f：＝1 ELSE f：＝n*f(n－1) END； BEGIN k：＝f(10)； Write(k) END． 试指出：当递归调用函数f(n)时，在第二次进入f之后，栈式存储分配活动记录的内容是什么？
A国与B国的生产函数都是：
Y=F(K，L)=K1/2L1/2
a．这个生产函数是规模收益不变吗？请解释。
b．人均生产函数y=f(k)是什么？
c．假设没有一个国家经历了人口增长或技术进步，并且资本折旧为每年5%。再假设A国每年储蓄为产出的10%，而B国每年储蓄为产出的20%。用你对(b)的答案和投资等于折旧的稳定状态条件，找出每个国家稳定状态的人均资本水平。然后找出稳定状态的人均收入水平和人均消费水平。
d．假定两国都从人均资本存量为2开始。人均收入水平和人均消费水平是多少？记住资本存量的变动是投资减折旧，用计算器来计算这两个国家的人均资本存量随时间推移将如何变动。计算每一年的人均收入和人均消费。B国的消费会在多少年后高于A国的消费？
Country A and country B both have the production function Y=F(K，L)=K1/2L1/2.
a．Does this production function have constant returns to scale？ Explain.
b．What is the per-worker production function，y=f(k)？
c．Assume that neither country experiences population growth or technological progress and that 5 percent of capital depreciates each year. Assume further that country A saves 10 percent of output each year and country B saves 20 percent of output each year. Using your answer from part (b) and the steady-state condition that investment equals depreciation, find the steady-state level of capital per worker for each country. Then find the steady-state levels of income per worker and consumption per worker.
d．Suppose that both countries start off with a capital stock per worker of 2. What are the levels of income per worker and consumption per worker？ Remembering that the change in the capital stock is investment less depreciation, use a calculator to show how the capital stock per worker will evolve over time in both countries. For each year, calculate income per worker and consumption per worker. How many years will it be before the consumption in country B is higher than the consumption in country A？
考虑用以下生产函数描述的一个经济：Y=F(K，L)=K0.3L0.7。
a．人均生产函数是什么？
b．假定没有人口增长或技术进步，找出稳定状态的人均资本存量、人均产出，以及作为储蓄率和折旧率函数的人均消费。
c．假定折旧率是每年10%。作一个表，表示储蓄率分别为0、10%、20%、30%等时，稳定状态的人均资本、人均产出和人均消费。(你需要用一个有指数键的计算器来计算这个问题。)使人均产出最大化的储蓄率是多少？使人均消费最大化的储蓄率是多少？
d．用微积分找出资本的边际产量。在你的表上增加一项——每种储蓄率下的资本的边际产量减折旧。你的表说明了什么？
Consider an economy described by the production function Y=F(K，L)=K0.3L0.7.
a．What is the per-worker production function？
b．Assuming no population growth or technological progress, find the steady-state capital stock per worker, output per worker, and consumption per worker as functions of the saving rate and the depreciation rate.
c．Assume that the depreciation rate is 10 percent per year. Make a table showing steady-state capital per worker, output per worker, and consumption per worker for saving rates of 0 percent, 10 percent, 20 percent, 30 percent, and so on. (You will need a calculator with an exponent key for this.) What saving rate maximizes output per worker？ What saving rate maximizes consumption per worker？
d．(Harder) Use calculus to find the marginal product of capital. Add to your table the marginal product of capital net of depreciation for each of the saving rates. What does your table show？
假定有下面的过程： Function Func(a As Integer,b As Integer)As Integer Static m As Integer,i As Integer m=0 i=2 i=i+m+1 m=i+a+b Func=m End Function 在窗体上画一个命令按钮，然后编写如下事件过程： Private Sub Command 1_Click() Dim k As Integer，m As Integer Dim p As Integer k=4 m=1 p=Func(k，m) Print p； p=Func(k，m) Print p End Sub 程序运行后，单击命令按钮，输出结果为()。
A．8 17
B．8 16
C．8 20
D．8 8
考虑失业会如何影响索洛增长模型。假定产出是根据生产函数Y=Ka[(1-u＜sup＞*＜/sup＞)L]1-a而生产的。式中，K为资本；L为劳动；u*为自然失业率。国民储蓄率为s，劳动力增长率为n。资本折旧率为δ。
a．把人均产出(y=Y/L)表示为人均资本(k=K/L)和自然失业率的函数。描述该经济的稳定状态。
b．假定政府政策的某些变化降低了自然失业率。描述这一变化随时间的推进如何影响产出。对产出的稳定状态的影响大于还是小于立即的影响？请解释。
Consider how unemployment would affect the Solow growth model. Suppose that output is produced according to the production function Y=Kα[(1-u＜sup＞*＜/sup＞)L]1-α，where K is capital, L is the labor force, and u*is the natural rate of unemployment. The national saving rate is s, the labor force grows at rate n, and capital depreciates at rate δ.
a．Express output per worker (y=Y/L) as a function of capital per worker (k=K/L) and the natural rate of unemployment. Describe the steady state of this economy.
b．Suppose that some change in government policy reduces the natural rate of unemployment. Describe how this change affects output both immediately and over time. Is the steady-state effect on output larger or smaller than the immediate effect？ Explain.
A.0,1,2,3,4
B.5,5,5,5,5
C.[f,f,f,f,f]
D.[5,5,5,5,5]
阅读程序： Function F(a As Integer) b=0 Static c b=b+1 c=c+1 F=a+b+c End Function Private Sub Command1_Click() Dim a As Integer a=2 For i=1 To 3 Print F(A)Next i End Sub 运行上面的程序，单击命令按钮，输出结果为 ______。
A．4 4 4
B．4 5 6
C．4 6 8
D．4 7 9
A.yīng lúnyú fùkū lónghún zá
B.yīn lúnjú fùkū lónghún zà
C.yīng lÜyú fùkū lóuhún zá
D.yīng lúnyú fúkū lónghú zá
