EDUCATION: A MIRROR OF THE SOCIETY : February 2015

ANOTHER MASS FAILURE ?

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No one bothers anymore to say "not again !" The past is when stakeholders spill ink to lament mass failure in national examinations like WAEC and NECO examinations. Year after year, not many people give attention to the News anymore - they have become annual routines. 
To our damaged psychic, we've simply adapt and not bothered, both parents and guardians knows the way round.</div>
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While the poor struggles, the rich kids knows where there are "special examination centres" and what to pay. The candidate doesn't have to sit for any exams, but (s)he's sure to have an authentic results with a pass of at least 5 credits including Mathematics and English. So, some jobless youths make a living around the examination malpractice "industry", to them, it's better than scamming or robbing people of their possessions. In fact, the examination industry itself is highly lucrative for everyone involve, the examination bodies, cyber cafe attendants, supervisors and invigilators, (malpractices) agents and just about everyone except students gets a slice of cake from our academic woes.
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The assertion that, there is an increasing level of malpractices in national examination is well supported by data as shown in the table below. 
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2010-2014 WAEC May/June Performance Summary  </h4>
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<tbody>
<tr><th>Year</th>
<th>% Pass</th>
<th>% Withheld</th>
<th>Total Candidate</th>
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<tr>
<td>2010</td>
<td>24.94</td>
<td>5.70</td>
<td>1,351,557</td>
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<td>2011</td>
<td>30.91</td>
<td>5.29</td>
<td>1,540,250</td>
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<td>2012</td>
<td>38.81</td>
<td>6.73</td>
<td>1,672,224</td>
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<tr><td>2013</td>
<td>36.57</td>
<td>6.75</td>
<td>1,692,435</td>
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</tbody></table>
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2014</div>
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31.28</div>
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8.61</div>
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1,692,435</div>
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In the period of 5 years, the number of results withheld by the examination body due to various malpractices actions rose from 5.7% to 8.6% and this correlates well with increase performances by the students as indicated by the percentage pass, which rose from a low of 24.9% to a peak of 38.8% in 2012. The number of results withheld itself is only indicative of malpractices rate and not an exact picture of what transpire in numerous examination centres scattered around the country - many more malpractices goes unnoticed, ignored or un-penalized. Likewise, the percentage pass rate is worrisome, an average pass rate of 32.5% in most grading system would be an F. A total failure, reflective of the declining education standard in Nigeria. 
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Almost every academic sessions, several new schools are opened, most times by private individuals, but the education standard has failed to rise, in most cases, profit comes first for the schools owner. Likewise, government has reduced its role in funding education to mere paying of staff salaries and providing few basic needs. Such retrogression according to several observers started in the 80's when the government introduced an austerity scheme; Structural Adjustment Program or SAP, since then, not so much has improved as far as education is concern. Until lately when oil prices where sufficiently high to drive infrastructural and human development in education sector, negligible efforts were made to reverse the rot in our education system despite the extensive strike actions of 2013 by educators at all level of the education system.</div>
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To be speculative, not so much will change in 2015 as the country once again faces austerity measures and a possible change of government. 
So, until the government live up to its responsibility through targeted policies and funding, no amount of spilled ink will reverse the downward trends and rots in our education sector - a colossal disaster. </div>
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ANOTHER MASS FAILURE ?

No one bothers anymore to say "not again !" The past is when stakeholders spill ink to lament mass failure in national examinati...

ANOTHER ASUP STRIKE LOOMS

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The Academic Staff Union of Polytechnics have announced intent to paralyze academic activities should the Federal Government of Nigeria fail by Wednesday 25th, to implement agreements it signed with the union more than four years ago.</div>
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Members of the union had in 2013 embark on an indefinite strike action that paralyze academic activities in Federal polytechnics, demanding the Federal government to honour agreements it signed with the union. The union later suspend its almost a year long strike action in 2014 after fresh promises were made by the government to meet the union's demands.</div>
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The union has however, reiterated that none of the items on their list of demands have been satisfied. </div>
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Among the union's demanding are, that Needs Assessment Committee be set up to establish areas of infrastructural interventions in polytechnics, constitution of Governing Councils for polytechnics and establishment of National Polytechnic Commission as its obtainable for universities, improvement in salary structure and an end to the discrimination of polytechnic graduates in the labour market. </div>
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UPDATED</h3>
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The union on Tuesday 25th announced it has reverse its decision to down tools in protest of non implementation of agreement signed with the government, the annoncement was made after a meeting with the Minister of Education, Ibrahim Shekarau and House of Representatives Committee Members on Education, according to the union, the outcome of the meeting was fruitful and the union is thus shelving its planned strike actions.</div>
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The union said, it received assurance from the Mr Shekarau that all their demands will be looked into, also the lawmakers promised to expedite action on the union's demand, including passing into law a bill establishing a National Polytechnic Commission.</div>
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The union has advised its members to continue to discharge their lawful duty while its leadership pursue dialogue to resolve outstanding issues with the government.</div>
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ANOTHER ASUP STRIKE LOOMS

The Academic Staff Union of Polytechnics have announced intent to paralyze academic activities should the Federal Government of Nigeria fa...

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" title="Free book image" width="400" /> </div>
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<br />
Information is free but sourcing it can sometimes be frustrating. As more and more publishers embrace digital publishing, the cost and accessibility have mostly been positively affected. <br />
But most importantly, more and more publishers are making their books available at no charge to the public - quite revolutionary. <br />
Below are some carefully selected sites where books can be read or downloaded at no cost - free of charge ! <br />
So, get downloading ...</div>
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<a href="http://www.open.umn.edu/opentextbooks/">OPEN TEXTBOOK LIBRARY</a> </h3>
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has textbooks on subject areas as computer science, accounting and finance, economics, education, law, mathematics and statistics, natural science and social science. The books are downloadable in PDF format, which you can read on your device. </div>
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<a href="http://www.ncbi.nlm.gov/books/">NCBI BOOKSHELF</a> </h3>
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The site is an arm of a large website and database - National Centre for Biotechnology Information - with a collection of (strictly) biomedical books which includes, biochemistry, cell biology, cancer, microbiology, genetics and molecular biology. Books are available as downloadable, online version only or as "browse only" access. For browse only books, users can only access content of the books via a search engine. As example, if I need to read DNA replication mechanism from a book on NCBI, I would simply type "DNA replication NCBI books" into a search box of search engine as <a href="http://www.google.com/">Google</a>, the search results should includes books on NCBI containing information on DNA replication, which should direct user to the appropriate content. <br />
Books can be searched for in a similar way, just by including "NCBI books" next to the book title or author's name. </div>
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<a href="http://www.bookboon.com/">BOOKBOON</a></h3>
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Bookboon is a great site to download unlimited number of books. The site's books collection ranges from science, art, business, to personal development books. <br />
Visit the site, select a book category as "mathematics and statistics " and you will be downloading books within seconds and at no cost. </div>
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<a href="http://www.gutenberg.org/wiki/category">PROJECT GUTENBERG</a> </h3>
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The <i>First producers of free eBooks </i>has a great collections of classical books on many subjects and topics free for download. <br />
Its easy, select a book category and you are on the way to start downloading books. </div>
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<a href="http://www.bookzz.org/">BOOKZZ</a></h3>
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Is a large book directory and they are free for download. The site is also user friendly, simply search for a book by title and start downloading at will. </div>
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<a href="http://www.onlineprogrammingbooks.com/">ONLINE PROGRAMMING BOOKS</a></h3>
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Has volume of free eBooks relating to programming, computer science, software engineering, web design, AI, computer hardware, graphics e.t.c. just everything IT and computer. Select from a category of books and you can have a device full of books. </div>
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<a href="http://www.ebooksgo.org/">FREE EBOOKS LIBRARY</a> </h3>
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Has books on many subjects that includes basic science as biology, chemistry, physics, mathematics and also astronomy, economics, religion, computer science and lots more. Books are available under the Creative Common License and can be downloaded as PDF file.</div>
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<a href="http://www.planetebook.com/">PLANET EBOOKS</a> </h3>
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If you love reading classic novels and books, then, this is a site of choice. </div>
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<a href="http://www.bookstacks.org/">BOOK STACKS</a></h3>
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Has collection of classical writings and books from renown authors like Charles Dickens, Thomas Hardy, Plato and Niccolo Machiavelli among others. Books are available for free download in PDF format. </div>
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<a href="http://www.free-ebooks.net/">FREE EBOOKS</a></h3>
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Free eBooks has lots of books for free download, though free account is limited to five(5) download per month. So select carefully the book choice to download and maximize the benefits of free download. </div>
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And, to be updated...</div>
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<b>Related Post</b>:</div>
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<a href="http://www.akomst.blogspot.com/2014/12/%20massive-open-online-courses-moo%20c.html?m=1">MOOC learning on the web and earning a certificate for free</a></h4>
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<b>You may also like to read</b> </div>
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<a href="http://www.akomst.blogspot.com/2014/02/free-rice-free-education.html?m=1">Feed and educate and child at no cost to you. United Nation Charity</a></h4>
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<a href="http://www.akomst.blogspot.com/2014/05/%20english-for-scammers_1.html?m=1">English for Nigerian scammers</a> </h4>
</div>

TOP SITES TO DOWNLOAD FREE BOOKS

Information is free but sourcing it can sometimes be frustrating. As more and more publishers embrace digital publishing, the cost ...

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" width="238" /></a> </div>
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The Independent National Electoral Commission has announced a shift in the 2015 general election earlier scheduled for February 14 and 28. Announcing the postponement at a pres conference in Abuja on Saturday night, the chairman of the Commission, Attahiru Jega, said the presidential and national assembly elections will now hold on March 28 while the governorship and state assemblies election will take place on April 11.</div>
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This followed a series of meetings and consultation with stakeholders, civil society groups and the security apparatus of the country. However, speculations are rife that the presidency and the ruling Peoples Democratic Party (PDP) are behind the plot to frustrate the electoral umpire (INEC) to shift the election date to a more "favorable" dates.</div>
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INEC had earlier on Saturday began ADHOC staff education and training in various local government of the federation in anticipation of the earlier planned date of February 14 and 28 for the presidential/national assembly and governorship/state assembly elections respectively. </div>
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NIGERIA ELECTION POSTPONED

The Independent National Electoral Commission has announced a shift in the 2015 general election earlier scheduled for February 14 a...

THE QUEST TO FIND PRESIDENT JONATHAN'S PhD THESIS

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Among president Jonathan's quoted academic qualification is a PhD degree in zoology from the University of Port Harcourt. According to his profile, he also obtain his first degree (B.Sc. in zoology) and second degree (M.Sc. in hydrobiology) from the same university. His PhD qualification however, has long been questioned as no thesis or publications could be traced to his name. <br />
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Thesis is a must for most degree before the award of a certificate, but till date, none could be trace to his name, either on shelf or in a reputable journal publication platform. The president has however, continues to title himself a Doctor(PhD). <br />
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So, does president Jonathan possesses a doctoral degree ?. An organization; Institute of Human Right and Humanitarian Law, has embark on a quest to answer this question. Under the Freedom Of Information (F.O.I) Act, the organization has written to authority of University of Port Harcourt to provide details of Mr. Jonathan's doctoral qualifications. The organization prays the university to provide document/information on the following :</div>
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1. The title of the president’s<br />
   
doctorate dissertation</div>
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2. Year of registration as a<br />
   
doctorate candidate</div>
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3. Name of his doctorate</div>
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supervisor(s)</div>
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4. Name of his external<br />
   
examiner(s)</div>
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5. Comments/ reports of the<br />
   
external examiners on the<br />
   
dissertation/thesis</div>
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6. Photocopy of the dissertation/<br />
   
thesis and</div>
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7. Date of graduation from the<br />
    university</div>
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The organization also said its willing to incur charges that may relate to making photocopies and postage cost if the university provide it with its account numbers. <br />
The organization's quest may not be unrelated to the recent controversy generated about the academic qualification and eligibility of the opposition's All Progressive Congress (A.P.C) presidential candidate, General Muhammadu Buhari to contest in the upcoming presidential election. The General is currently facing multiple law suits seeking his disqualification from the race on issues surrounding his secondary school certificate. <br />
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Mr. Jonathan may however, face similar suits on the ground of perjury should it be discovered that he does not possesses the academic qualification to which he had laid claims to. <br />
Under the FOI act, the university has seven days on receiving the notice to reply with the requested information or face court charges. <br />
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So, the waits begin...</div>
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<tr><td style="text-align: center;"><img alt="FOI, JONATHAN PHD THESIS" border="0" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhv3c6tZzC0nOr-0agNjJuGHGS7ifsiUtS4ZweJXqTHasGQe9tMKzslrKATkwfPg1zkdjayB7lRe4WYgSMqDns07l7_fqsUO4nz4fV0eyj6X3eusTZaIYvJmqwbcM0SmGwWgKu87402hao/s640/1423057060_2.jpeg" style="margin-left: auto; margin-right: auto;" title="FOI president jonathan PhD request" /></td></tr>
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<a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhv3c6tZzC0nOr-0agNjJuGHGS7ifsiUtS4ZweJXqTHasGQe9tMKzslrKATkwfPg1zkdjayB7lRe4WYgSMqDns07l7_fqsUO4nz4fV0eyj6X3eusTZaIYvJmqwbcM0SmGwWgKu87402hao/s1600/1423057060_2.jpeg" imageanchor="1" style="margin-left: 1em; margin-right: 1em;">  </a> </div>
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THE QUEST TO FIND PRESIDENT JONATHAN'S PhD THESIS

Among president Jonathan's quoted academic qualification is a PhD degree in zoology from the University of Port Harcourt. According to...

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THE QUEST TO FIND PRESIDENT JONATHAN'S PhD THESIS

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