Are you interested in gaining admission into Bayelsa Medical University? If you let our specially prepared BMU Post UTME Past Questions and Answers be your guide, you can never fail to gain admission. Use our past questions to get your confidence back today!
All our sample question collections are carefully collated in order to put you in the driving seat inside the examination hall by providing you with a complete understanding of all types of questions that will be on display.
About Bayelsa Medical University (BMU)
The Bayelsa State Government of Nigeria in the year 2018 founded Bayelsa Medical University, Yenagoa, a specialist medical university in the state capital. The government did this in accordance with a clause in the Federal Republic of Nigerian Constitution that allows state governments to create higher education institutions in the country.
However, the strategic goal of Bayelsa Medical University is to develop medical professionals capable of working in the diverse field of medical science in any part of the world.
The school’s strategies for achieving this vision include academic collaborations, partnerships, and linkages with similar institutions both nationally and internationally, recruiting highly qualified and experienced academics from anywhere in the world, and acquiring the most modern medical research equipment and facilities to enable us to fulfill our mandate.
Moreover, they provide its valued students with ICT-based teaching and learning experiences built in conjunction with professionals and specialists in the field of medical science.
BMU Post UTME Past Questions
We deliver to you:
- A broad selection of past Post UTME questions and answers from BMU, comprising all subjects that will be on the exam.
- Thorough explanations for each question so you can figure out the right answer and the reasons behind it.
- A PDF configuration to ease download and printing, authorizing you to study from anywhere globally and at any point in time.
As soon as you finish reading our previous questions and answers, you will be able to see trends in the types of questions asked and devise strategies to deal with them. You will also have a greater understanding of the mathematics matter and will be more prepared to answer any exam question.
Spend time learning about relevant topics. Invest in our BMU Post UTME Past Questions and Answers package to maximize your chances of success. Our sample questions are designed to give you an advantage over other applicants because they are based on genuine questions from previous years and will prepare you for the format and kind of questions you will face on test day.
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Why you need BMU Post UTME Past Questions
1. Understanding the Structure of a Paper and the Language they Use
It helps you to know how everything is laid out and on exam day you don’t stress out over it. It’s important to be aware of the location of any additional material that may be included on the exam paper, such as equations for the sciences and mathematics.
After completing a few practice exams, you are familiar with the format of the questions. It’s good to be aware of this so you don’t write an essay-length response for a 2-mark question and run out of time for a 10-mark question later in the paper. In general, the paper will start with lower-mark questions and build up.
2. Time Management
The usefulness of finishing our sample past questions is that you can estimate how much time you will have for each question. Even better, invite a parent, sibling, or friend to serve as your invigilator and keep track of how much time is remaining.
3. Understand the Allocation of Marks
It also helps to understand how and why points are assigned in a particular way, pointing to an underlying marking scheme for each previous exam. You can mark your own work in this way and observe where the marks are placed.
You will be able to organize your replies using this knowledge of the many types of answers that are needed. By using the marking scheme, you can improve your answering techniques and ultimately shorten your exam time.
4. Good Way to Practice Writing
In case all your revision notes are arranged in bullets, using our past papers is a helpful technique to practice organizing the knowledge you have learned into paragraphs. As a result, you will also be able to communicate your information accurately, which is just as important as really possessing it.
5. Assessment of your Possible Scores
Immediately after studying our material, you can mark your own work and then assess your result. This action enables you to ascertain which parts of the subject you are capable of responding to and which features require additional revision. By doing so, you may stay on top of your studying and adjust your schedule accordingly.
Even if you don’t feel satisfied with your performance using our sample past questions, don’t get discouraged. Try again! Rest assured that these sample papers will serve as excellent preparation for test days. Retry after learning from your mistakes.
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Tips to Help you Pass the Post UTME Exam
You can use the following tested tips to pass the post-UTME exams:
1. Understand the Exam Format: Familiarize yourself with the format of the Post UTME exam. This includes the number of questions, the time allocated, and the scoring system.
2. Study the Right Material: Ensure you are studying the right material for the post UTME exam. This includes the syllabus, past questions, and other relevant materials.
3. Make a study schedule: Create a realistic study schedule and stick to it. This will help you stay on track and ensure that you cover all the necessary material before the exam.
4. Practice with past questions: Practice with past post UTME questions and answers to get a sense of the questions that are likely to be asked on the exam.
5. Understand the Exam Structure: Understand the exam structure; this includes the number of questions, the time allocated, and the scoring system.
6. Time Management: Manage your time effectively during the exam. Ensure you have enough time to read and understand each question before answering it.
7. Stay calm: Maintain your cool during the exam. Do not panic if you come across a difficult question. Take a deep breath and think through the question before answering it.
8. Get enough rest: Get enough rest the night before the exam. Being well-rested will help you stay focused during the exam.
9. Stay positive: Stay positive and believe in yourself. Believe that you have prepared well and can do well on the exam.
10. Read the instructions carefully: Read the instructions carefully before you begin the exam. Make sure you understand what is being asked of you before you start answering the questions.
BMU Post UTME Sample Questions and Answers
Mathematics
1. Without using table, evaluate (243)⅕ * (0.09)-1 * 125-⅔
(A) 4
(B) ¾
(C) 3
(D) 4/3
2. Three consecutive positive integers a, b and c are such that b2
= 4(a + c). Find the value of c
(A) 6
(B) 3
(C) 9
(D) 5
3. Find the principal which amount to =N= 4,400 at simple interest in 5years at 2% per annum.
(A) =N=3,800
(B) =N=5.200
(C) =N=5,000
(D) =N=4,000
4. The sum of the first 20 terms of the progression 3, 6, 12, … is
(A) 3(221 – 1)
(B) 3(220 – 1)
(C) 3(220 + 1)
(D) 3(221 + 1)
5. Mr. Robson bought bags of orange for =N=2,500 each. He sold them for =N=90,000 at a loss of
20%. How many bags of orange did he buy?
(A) 60
(B) 80
(C) 50
(D) 45
6. The second and fifth terms of a geometric progression are 21 and 567 respectively find the first
term and the common ratio of the progression.
(A) 3, 7
(B) 7, 3
(C) -7, 3
(D) -3, 7
7. Tunse bought a house for =N=1,250,000 and spent =N=350,000.00 to renovate it.He then sold the
house for =N=2,000,000.00. What is the percentage gain?
(A) 40%
(B) 65%
(C) 35%
(D) 32%
8. List the integral values of which satisfy the inequality -2 < 7 – 3x ≤ 10
(A) -1, 0, 1, 2
(B) -2, 0, 1
(C) 1, 2, 3
(D) 0, 1,2
9. In a class, 120 students speak English or French or both. 70 speak English and 55 speak French.
How many speak English but not French.
(A) 45
(B) 50
(C) 55
(D) 60
10. The lengths of the sides of a right-angled triangle are ym, (3y – 1)m and (3y + 1)m, find y.
(A) 12
(B) 9
(C) 8
(D) 4
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