Considere a teoria da informação assimétrica ao indicar se o item abaixo é certo ou errado:

Item 4 - O investimento em sinais é sempre eficiente do ponto de vista público, mas um desperdício do ponto de vista privado.

Sobre os planos de combate à inflação das décadas de 1980 e 1990 pode-se afirmar:

Item 3 - os planos anteriores ao Plano Real não tiveram êxito duradouro devido, entre outras razões, à distorção dos preços relativos e à falta de financiamento estrangeiro da dívida externa.

Classifique a afirmativa como certo ou errado:

Item 4 - A existência da quase moeda é um fator de instabilidade da velocidade da moeda.

Based on your interpretation of the following texts, determine whether each statement is right or wrong.

Text 1

(from The Economist print edition, March 30^th – April 5^th 2013)

Excerpts from:

Climate science

A sensitive matter

The climate may be heating up less in response to greenhouse-gas emissions than was once thought. But that does not mean the problem is going away

OVER the past 15 years air temperatures at the Earth’s surface have been flat while greenhouse-gas emissions have continued to soar. The world added roughly 100 billion tonnes of carbon to the atmosphere between 2000 and 2010. That is about a quarter of all the CO₂ put there by humanity since 1750. And yet, as James Hansen, the head of NASA’s Goddard Institute for Space Studies, observes, “the five-year mean global temperature has been flat for a decade.”

Temperatures fluctuate over short periods, but this lack of new warming is a surprise. Ed Hawkins, of the University of Reading, in Britain, points out that surface temperatures since 2005 are already at the low end of the range of projections derived from 20 climate models (…). If they remain flat, they will fall outside the models’ range within a few years.

The mismatch between rising greenhouse-gas emissions and not-rising temperatures is among the biggest puzzles in climate science just now. It does not mean global warming is a delusion. Flat though they are, temperatures in the first decade of the 21st century remain almost 1°C above their level in the first decade of the 20th. But the puzzle does

need explaining. (…)

The insensitive planet

The term scientists use to describe the way the climate reacts to changes in carbon-dioxide levels is “climate sensitivity”. This is usually defined as how much hotter the Earth will get for each doubling of CO₂ concentrations. So-called equilibrium sensitivity, the commonest measure, refers to the temperature rise after allowing all feedback mechanisms to work (but without accounting for changes in vegetation and ice sheets).

Carbon dioxide itself absorbs infra-red at a consistent rate. For each doubling of CO₂ levels you get roughly 1°C of warming. A rise in concentrations from preindustrial levels of 280 parts per million (ppm) to 560ppm would thus warm the Earth by 1°C. If that were all there was to worry about, there would, as it were, be nothing to worry about. A 1°C rise could be shrugged off. But things are not that simple, for two reasons. One is that rising CO₂ levels directly influence phenomena such as the amount of water vapour (also a greenhouse gas) and clouds that amplify or diminish the temperature rise. This affects equilibrium sensitivity directly, meaning doubling carbon concentrations would produce more than a 1°C rise in temperature. The second is that other things, such as adding soot and other aerosols to the atmosphere, add to or subtract from the effect of CO₂. All serious climate scientists agree on these two lines of reasoning. But they disagree on the size of the change that is predicted.

(...)

According to the text:

Item 4 - About 100 billion tonnes of carbon has been added to the atmosphere since 1750.

O Plano Trienal de Desenvolvimento Econômico e Social:

Item 4 - o fim do período parlamentarista de Goulart, com o retorno ao presidencialismo em 1963, contribuiu para o abandono da política de estabilização proposta no Plano Trienal.

Considere a transformação linear !$ T:R^2 \rightarrow R^3 !$, definida por !$ T(x,y)=(2x+2y,x,y-x) !$.

Julgue o item abaixo:

Item 4 - A imagem de !$ T !$ é um plano que passa pela origem e tem vetor normal (0,4,2).