阿摩線上測驗 登入

最新科目

最新試卷

115年 - 115 中華郵政股份有限公司_職階人員甄試試題_專業職(二)外勤/郵遞業務、運輸業務:郵政法規大意(含郵政法及郵件處理規則)及交通安全常識(含道路交通安全規則第四章、道路交通管理處罰條例及道路交通事故處理辦法)#142528(50題)

115年 - 115 臺北捷運公司新進行車專員(一般及原住民類)、 技術專員(常年大夜班維修類)甄試試題:綜合科目 2(數理邏輯、捷運 法規及常識)B#142527(50題)

115年 - 115-3 保險事業發展中心辦理_永續發展基礎能力測驗試題:永續發展基礎能力測驗#142526(80題)

115年 - 115-2 專技高考_牙醫師(二):牙醫學(五)(包括全口贗復學、局部贗復學、牙冠牙橋學、咬合學等科目及其相關臨床實例與醫學倫理)#142525(80題)

115年 - 115年 - 115-2 專技高考_牙醫師(二):牙醫學(四)(包括口腔顎面外科學、牙科放射線學等科目及其相關臨床實例與醫學倫理)#142524(80題)

115年 - 115-2 專技高考_牙醫師(二):牙醫學(六)(包括齒顎矯正學、兒童牙科學、牙科公共衛生學等科目及其相關臨床實例與醫學倫理)#142523(80題)

115年 - 115 專技高考_職能治療師:解剖學與生理學#142522(80題)

115年 - 115-2 專技高考_牙醫師(二):牙醫學(三)(包括齒內治療學、牙體復形學、牙周病學等科目及其相關臨床實例與醫學倫理)#142521(80題)

115年 - 115 專技高考_職能治療師:職能治療技術學(包括職能治療之評估方法與技術、活動分析與應用、治療方法與技術)#142520(80題)

115年 - 115 專技高考_職能治療師:小兒職能治療學#142519(80題)

最新試題

最新申論題

(c) In reality, wage disparities across sectors are common. In aging economies like Taiwan, the LTC sector faces a persistent labor shortage, creating significant challenges in meeting the growing demand for care services. Explain what could be the possible reasons to the shortage, and propose policies to address the shortage. (10%)

(b) Now assume workers live for two periods: young and old. Each worker is endowed with one unit of labor time when young, supplies labor to the market inelastically during their youth, retires and consumes LTC services when old. The lifetime utility of a worker born in period \( t \) is$U^t = \ln(c_t^y) + \beta \ln(x_{t+1}),$where $c_t^y$ is consumption when young, $x_{t+1}$ is LTC service purchased when old, and $\beta > 0$ is the discount factor or the preference for old-age utility. Denote the saving of a worker when young by $s_t$. A worker's budget constraint when young and when old are:$c_t^y + s_t = w_t,$$p_{t+1}x_{t+1} = R_{t+1}s_t.$where $R_{t+1}$ is the gross return on savings, and $w_t \in \{w_{Y,t}, w_{LTC,t}\}$. Capital fully depreciates after one period of use. Let $k_t \equiv K_t/L_{Y,t}$ denote the capital intensity in the goods sector. Solve for the steady-state values for $k^*$, $p^*$ and the fractions of labor allocated to the goods sector ($L_Y/L$) and the LTC sector ($L_{LTC}/L$). Analyze how the steady-state values of $k^*$, $p^*$, $L_Y^*/L$ $L_{LTC}^*/L$ respond to an increase in $B$, $\beta$ and $\alpha$. Explain your results with economic intuition. (10%)

(a) Derive the expression for total GDP in this economy. Solve for \( w_{Y} \) and \( w_{LTC} \), i.e., the marginal product of labor in both the sectors. Also, write down the condition for both sectors to coexist in equilibrium. (10%)

最新課程

最新主題筆記

最新討論