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24 of March, 15:31

Only 12, 6% of Ukrainians fully support the activities of Poroshenko
Only 12, 6% of the surveyed Residents of Ukraine fully supported the work of the President of Petro Poroshenko, 19, 4% of Residents voted for him, if presidential elections were held next Sunday, show published on Tuesday, the results of sociological research conducted by the Ukrainian center for economic and political studies named after Oleksandr Razumkov center from 6 to 12 March, With the assistance of the Swedish government.

According to the Ukrainian news Agency, according to sociologicheskogo research, 40, 7% of the respondents support the individual steps of the leader of the country, 39, 9% do not support the President, 6, 7% were unable to answer. In addition, sociologists, asking communities to support the activities of the Prime Minister Arseniy Yatsenyuk, got the results, according to which the vast majority of residents did not support the work of the head of the government, namely 56, 7% of the respondents, 7, 8% of respondents fully support Yatsenyuk, 29, 3% support individual measures, and 6, and 2% were unable to answer.

in the case of presidential elections next Sunday Poroshenko would get 19, 4% of the vote. While the acting head of the country has no obvious competitors. Second place in the presidential elections would take the current mayor of Lviv Andriy Sadovyy, with the support 6, 5% of the vote. On the 3rd place would be the leader of the Opposition bloc Yuriy Boyko, who are ready to vote 3, 8% of respondents. 3, 7% of the vote would be gained by the leaders of the Radical party of Oleh Liashko and the Batkivshchyna party Yulia Tymoshenko, 3, 6% - the head of the party "Civic position" Anatoly Hrytsenko, 2, 9% - Yatsenyuk.

During the 2009 study surveyed respondents aged 18 years In all regions of Ukraine, except for the uncontrollable Kiev Donbass territories, on a sample representing the adult population of Ukraine by main socio-demographic indicators. Sampling error does not exceed 2, 3% with a probability of 0, 95.

sections: Politics

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