Welcome to this important page about TIE online Library, find the latest Tie books for primary school, O level school and Advanced level school at (www.tie.go.tz vitabu) or https//ol.tie.go.tz
Are you trying to access Tie online library or TET Maktaba mtandao to get Tie books? This article is the best guide for you.
You will be redirected to Tie online library to Find all textbooks, quiz, academic videos and audios.
How to Get into Tie online library
Getting into Tie online library (www.tie.go.tz vitabu) is so much easy, just tap on the green button below and you will be redirected to Tie library. https //ol.tie.go.tz login
To find Tie books in the library, you are required to login to your account, enter your username and password.
If you forgot your login password tap on forgot password to recover or create new password.
If you are new to Tie online library (https //ol.tie.go.tz login) you need to register first before access Tie online books. You can fill a registration form or one-click login by Google email.
Tanzania Institute of Education TIE Online Library service | TET Maktaba Mtandao
The Tanzania Institute of Education (TIE) is a Parastatal Organization under the Ministry of Education and Vocational Training (MOEVT) charged with the responsibility of ensuring the quality of education in Tanzania at the pre-school, primary, secondary and teacher training levels.
The Tanzania Institute of Education Launched Free Online Library Services to Help Tanzanians and None Tanzanians to find Learning materials Easily in Distance way Especially for those who had no Access to physical Library service.
Kalenda ya utekelezaji Awali na shule Msingi OPEN
What are the Tie books Available
In this page you are going to find Tie library books. These Tie library books at https //ol.tie.go.tz login or Http ol tie go tz are only available for online use. Tie books pdf download is not available.
This page acts as alternative to Tie library. All Tie library books are available here, but you won't be able to download Tie books pdf.
To find this page you may go to your browser then on google, search Tie library, Tie books, Tie library books, Tie books pdf download, Tie vitabu online, www.tie.go.tz vitabu or https //ol.tie.go.tz login or Http ol tie go tz
Also you can download Tie library APK in your android phone . Tie library apk is available for free.
Form Four Books
| BOOK | OPEN TO READ |
|---|---|
| Physics form four | OPEN |
| Chemistry form four | OPEN |
| Biology form four | OPEN |
| Mathematics form four | OPEN |
| Geography form four | OPEN |
| History form four | OPEN |
| Civics form four | OPEN |
| English form four Literature form four | OPEN OPEN |
| Kiswahili form four | OPEN |
| Teachers HandBook (Form 3-4) English | OPEN |
| BOOK | OPEN TO READ |
|---|---|
| Agriculture form four | OPEN |
| Information and Computer Studies Manufacturing engineering | OPEN OPEN |
| Civil engineering survey Engineering science | OPEN OPEN |
Strategies for answering exam and test questions
Click on the accordions below to see more information about how best to tackle the following question types in your exam.
Multi-choice questions
Things to remember about multi-choice questions
- Read through the options and try to eliminate the ones that aren’t right. Multi-choice questions usually have one option that is obviously wrong, and three or four others that are similar. It is important to look carefully at how they are worded in order to select the correct answer.
- Don’t struggle over a question. Do all of the easy questions first and come back to harder ones later to maximise efficient use of test/exam time.
- Answer all the questions. Even if you are not sure, your educated guess may well be correct. It is better to have a go at answering a question than potentially miss out on a mark.
- When you check back through your paper and think an answer is wrong - change the answer. Research indicates that you will probably be correct in doing so.
Short answer questions
Short answer questions range from a sentence or two through to a paragraph in length.
- Keep to the point. Short answers are usually two-three sentences.
- Main ideas. Your answers should incorporate the key points, words, ideas and phrases the marker will be looking for.
- Leave one or two lines after each answer. This is so you can add important points later on.
- Try to answer all the questions. If you don’t know the complete answer, put down what you do know, as this is likely to get you some marks.
Exam essay questions
The advice here is in four parts: Time allocation | Task analysis | Planning | Presentation
Time allocation
- Use the reading time at the start of the exam to choose which essay questions you will answer.
- Check how much time you might have to answer each essay question, and stick to it. You can come back and add more to your answer in your revision time at the end of the exam session.
- If you haven’t finished your answer, jot down the rest in note form. This will show the marker what you know, and you might get some marks for it.
Task analysis
- Read the question carefully.
- Underline or highlight the content words. What is the topic?
- Pick out the instruction words in the question, e.g. identify, describe, compare and contrast, evaluate. What are you being asked to do with the topic?
Planning
- Take some time to think and plan your answer.
For example: use the reading time to select which essay questions you
will answer. Then use the start of the writing time (5-20mins) to make
notes of all the points you remember that are relevant to the essay.
General guide for timing: for 30 minutes of writing, allow 5-7 minutes for planning. - Plan out the structure by organising your points into a logical order:e.g. by numbering them according to intended sequence.
- General writing rule for exam essays - one paragraph = one point. Follow standard essay-writing procedure, e.g. start with a topic sentence that contains your key point, and then support this with examples, explanations, and evidence.
Presentation
- Make sure your handwriting is legible. Markers should not have to decipher your handwriting. If your handwriting is illegible, it could compromise your marks.
- Make sure that you can express ideas effectively in terms of sentence structure and word use. Incoherent sentences and incorrect terminology will likely result in the marker not being able to understand your answer properly.
- Don’t worry too much about punctuation, grammar and spelling. Getting your ideas down is more important than ‘perfect’ writing (and markers usually take this into account given that students are writing under pressure in an exam situation). However, you do need a basic level of competency in these areas: an answer that lacks any punctuation and is full of spelling mistakes will probably be incoherent for the marker.
- Don't waffle. Get straight to the point in terms of your answer so that you don’t waste time and word space on unessential or irrelevant detail. Planning your essay beforehand is key to avoiding waffle.
Problem solving questions
Usually these types of questions target formulae, steps in a process, or rules.
- Make sure you write down relevant formulas, equations, and rules. Important: For numerical problems involving computation, make sure you include the appropriate mathematical units in your final answer (e.g. ml, m/sec).
- Clearly show the steps you have taken in working out the answers.
- If necessary, write notes to explain your answers.
- Do the easier answers first, and return to the difficult ones later.
Equation of a Line
- Derive the general equation of a straight line
- Determine the coordinates of the midpoint of a line segment
- Calculate the distance between two points on a plane
- Compute gradients in order to determine the conditions for any two lines to be parallel
- Compute gradients in order to determine the conditions for any two lines to be perpendicular
- Solve problems on parallel and perpendicular lines
Area of any Triangle
- Derive the formula for the area of any triangle
- Apply the formula to find the area of any triangle
- Derive the formula for finding the area of rhombi in terms of the diagonals.
- Apply the formula to find the areas of quadrilaterals
- Derive the formula for finding the length of a side of a regular polygon
- The formula to determine the perimeter of a regular polygon
- Area of a Regular Polygon
- Derive the formula for finding the area of a regular polygon
- Apply the formula to calculate the area of a regular polygon
- Find the ratio of areas of similar polygons
- Solve problems related to ratio for areas of similar polygons
Three Dimensional Figures
- Classify three dimensional figures
- Construction of Three Dimensional Figures
- Sketching Three Dimensional Figures
- Sketch three dimensional figures
- Identify properties of three dimensional figures
- Calculate the angle between two planes
- Derive the formulae for calculating the surface area of prisms, cylinder and pyramids and cone
- Apply the formulae to calculate the surface area of spheres
- Derive the formulae for calculating volume of prisms, cylinders and pyramids
- Apply the formulae to calculate the volume of cylinders, pyramids and cones
Probability of an Events
- Determine the probability of an event through experiments
- Write the formula for finding the probability of an event
- Apply the formula to calculate the probability of an event
- Perform experiments of two combined events
- Draw a tree diagram of combined events
- Find the probability of two combined events using the formula
- Apply the knowledge of probability to determine the occurrence of events in real life situation
Trigonometric Ratios
Determine the sine, cosine and tangent of an angle measured in the clockwise and anticlockwise directions
Apply trigonometric ratios to solve problems in daily life
Sine and Cosine Functions
- Find sines and cosines of angles 0 such that -720°≤ᶿ≥ 720°
- Draw the graphs of sine and cosine
- Interpret the graphs of sine and cosine functions
- Derive the sine and cosine rules
- Apply the sine and cosine rules in solving problems on triangles
- Apply the compound of angle formulae or sine, cosine and tangent in solving trigonometric problems
Displacement and Positions of Vectors
- Explain the concept of a vector quantity
- Resolving any vector into I and J components
- Calculate the magnitude and direction of a vector
- Find the sum of two or more vectors
- Find the difference of vectors
- Multiply a vector by a scalar
- Apply vectors in solving simple problems on velocities, displacements and forces
Operations on Matrices
- Explain the concept of a matrix
- Add matrices of order up to 2 X 2
- Multiply a matrix of order 2 X 2 by a scalar
- Multiply two matrices of order up to 2 X 2
- Calculate the determinant of a 2 X 2 matrix
- Find the inverse of a 2 X 2 matrix
- Apply 2 X 2 matrix to solve simultaneous equations
- Transform any point P(X, Y) into P¹(X¹,Y¹) by pre-multiplying (ᵡᵧ) with a transformation matrix
- Apply the matrix to reflect a point P(X, Y ) in the x-axis
- Apply the matrix to reflect a point P(X, Y) in the Y-Axis
- Use a matrix operator to rotate any point P( X, Y ) through 90° 180°, 270° and 360° about the Origin
- Use the enlargement matrix E in enlarging figures
- Simultaneous Equations
- Solve simultaneous equations graphically
- Form linear inequalities in two unknowns from word problems
- Find the solution set of simultaneous linear inequalities graphically
- Form an objective function from word problems
Locate corner points on the feasible region
- Find the minimum and maximum values using the objective function
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