Stay up-to date with Mizoram Board 10th News
About Mizoram Board 10th 2022
Mizoram Board of School Education (MBSE) was founded by the Government of Mizoram in 1975. The board is headquartered in Aizwal, Mizoram. MBSE regulates, supervises, and controls all activities related to school education. Every year around 40,000 students appear for the Mizoram Board 10th exams. After passing Class 10th students will have to choose a respective stream such as Arts, Commerce and Science as per their interest.
- MBSE 10th result 2022 has been announced on May 17, 2022.
- Students will be able to check their MBSE Class 10 results by entering their roll number and registration number.
- Mizoram Board 10th exams 2022 were conducted from February 28 to March 16, 2022.
- Students need to score at least 33 percent marks per subject to pass the Mizoram Board 10th exams.
- Students must complete the Mizoram Board 10th syllabus 2022 as soon as possible. This will let them dedicate maximum time to proper revision.
- The duration of the Mizoram Board 10th exam was 3 hours.
- The board awards the HSLC certificate to qualified candidates.
Also, read Courses after 10th
Mizoram Board 10th 2022 Highlights
|Full Exam Name||Mizoram Board 10th Examination|
|Short Exam Name||Mizoram Board 10th|
|Conducting Body||Mizoram Board of School Education|
|Frequency of Conduct||Once a year|
|Languages||Bengali, English +2 More|
|Mode of Application||Offline|
|Mode of Exam||Offline|
|Exam Duration||3 Hours|
Mizoram Board 10th 2022 Important Dates
Past Dates and Events
25 Jul, 2022
Result - Compartment | Mode: Online
22 Jun, 2022 - 01 Jul, 2022
Exam - Compartmental | Mode: Offline
17 May, 2022
Result | Mode: Online
17 Mar, 2022 - 22 Mar, 2022
Exam - Practical | Mode: Offline
16 Mar, 2022
Exam - Home Science (Theory), Introductory Information Technology (Theory), Commercial Studies, Civics & Economics | Mode: Offline
14 Mar, 2022
Exam - Mathematics | Mode: Offline
10 Mar, 2022
Exam - Social Science | Mode: Offline
07 Mar, 2022
Exam - Science (Theory) | Mode: Offline
02 Mar, 2022
Exam - MIL: Hindi, Manipuri, Mizo, Nepali, Bengali, Alternative English | Mode: Offline
28 Feb, 2022
Exam - English | Mode: Offline
Mizoram Board 10th 2022 Eligibility Criteria
Students who have cleared class 9 and have studied class 10 from Mizoram Board or any other recognized education board will be eligible to appear for Mizoram Board 10th exams 2022.
Mizoram Board 10th 2022 Application Process
Mode of Application : Offline
Mode of Payment : Other
Students of Mizoram State who wish to appear for Mizoram Board 10th 2022 exams can apply by visiting the board or by contacting any school affiliated with the Board. Students need to pay the respective application fees while submitting the form. If approved by MBSE, students will be allowed to sit for the Mizoram Board 10th exams 2022.
Read more, ITI courses after 10th
|(a) David’s story, (b) Don’t die Graham! don’t die, (c) Wangari Maathai, (d) The lap of honour, (e) Two gentlemen of Vesona|
|(b) The Brook, (b) The poplar field, (c) Be the best|
|Long composition: (i) Narrative essay, (ii) job application, (iii) diary entry|
|Short composition: (i) Notice, (ii) formal and informal invitation, (iii) poster writing|
|(a) The merchant of Venice, (b) The story of my life, (c) The paper plague, (d) The corner shop, (e) The adventure of the three students|
Grammar and composition
|Parts of speech, punctuation, idioms and phrases, essay writing, precis writing|
|(a) The old woman, (b) A fine day, (c) She walks in beauty, (d) I vow to thee, my country, (e) Going down-hill on a bicycle|
|(a) On fame, (b) The happy prince, (c) The muscular son-in-law, (d) Illness that make us healthier, (e) Leo Tolstoy|
|David Copperfield–Charles Dicken|
|Installments: Installments payments (only equal installments should be taken. In case of payments through equal installments, not more than two installments should be taken)|
Time, distance and work
|Solution of problems based on time and work|
|Polynomials: Zeros of a polynomial. Relationship between zeros and co-efficients of a polynomial with particular reference to quadratic polynomials. HCF and LCM to be included. Rational expressions|
|Linear equation in two variables: System of linear equation in two variables. Solution of the system of linear equations: (i) Graphical method, (ii) by algebraic Methods: (a) Elimination by substitution method|
|Linear equation in two variables: Solution of the system of linear equations-(ii) by algebraic Methods: (b) Elimination by equating the co-efficients|
|Quadratic equations: Standard form of quadratic equation ax + bx + c = 0,(a ≠ 0). Solution of ax + bx + c =0 by (i) factorisation, (ii) quadratic formula. Application of quadratic equations in solving word-problems from different areas|
|Quadratic equations: Relationship between discriminant and nature of roots ( problems related to day-to-day activities to be incorporated)|
|Arithmetic progression (AP): Introduction to AP by pattern of number. General term of an AP, sum to n-terms of an AP|
|Sets: Revision. Venn diagrams (not more than three sets). Complement of a set, operations on sets (union, intersection and difference of two sets)|
|Triangles: Definitions, examples, counter examples of similar triangles|
|Triangles: If a line is drawn parallel to one side of a triangle to intersect the other two sides in distinct points, the other two sides are divided in the same ratio (motivate)|
|Triangles: If a line divides any two sides of a triangle in the same ratio, then the line is parallel to the third side (motivate)|
|Triangles: Prove that the internal bisector of an angle of a triangle divides the opposite side internally in the ratio of the sides containing the angle (motivate)|
|Triangles: If in two triangles, the corresponding angles are equal, their corresponding sides are proportional and the triangles are similar (motivate)|
|Triangles: If in two triangles, the corresponding angles are equal, then their corresponding sides are proportional and hence the triangles are similar (motivate)|
|Triangles: If the corresponding sides of two triangles are proportional, their corresponding angles are equal and the two triangles are similar (motivate)|
|Triangles: If one angle of a triangle is equal to one angle of another triangle and the sides including these angles are proportional, the two triangles are similar (motivate)|
|Triangles: If a perpendicular is drawn from the vertex of the right angle to the hypotenuse, the triangles on each side of the perpendicular are similar to the whole triangle and to each other (motivate)|
|Triangles: The ratio of the area of two similar triangles is equal to the ratio of the squares on their corresponding sides (motivate)|
|Triangles: In a right triangle, the square on the hypotenuse is equal to the sum of the squares on the other two sides (motivate)|
|Triangles: In a triangle, if the square on one side is equal to sum of the squares on the other two sides, the angles opposite to the first side is a right triangle (motivate)|
|Circles: If two arcs of a circle are congruent, their corresponding chords are equal and its converse (motivate)|
|Circles: The angles subtended by an arc at the centre is double the angle subtended by it at any point on the remaining part of the circle (prove)|
|Circles: The angle in a semi circle is a right angle (prove)|
|Circles: Converse of 3 (motivate)|
|Circles: Angles in the same segment of a circle are equal (prove)|
|Circles: If a line segment joining two points subtends equal angle at other two points lying on the same side of the line containing the segment, the four points lie on a circle (motivate)|
|Circles: The sum of either pair of the opposite angles of a cyclic quadrilateral is 180° (prove)|
|Circles: Converse of 7 (prove)|
|Coordinate geometry: Review the concepts of coordinate geometry done earlier including graphs of linear equations. Awareness of geometrical representation of quadratic polynomials. Distance between two pairs and section formula (internal)|
|Proving simple identities based on the following (proofs not required): (i) sinA + cosA = 1 (ii) secA= l + tanA (iii) cosecA = 1 + cotA|
|Trigonometric ratios of complementary angles: (i) sin (90°- A) = cos A, (ii) cos (90°- A) = sin A, (iii) tan (90°- A) = cot A, (iv) cosec (90°- A) = sec A, (v) cot (90° - A) = tan A, (vi) sec (90°- A) = cosec A|
|Problems based on above|
|Heights and Distances: Simple problems on heights and distances-(i) problems should not involve more than two right triangles, (ii) angles of elevation/depression should be only 30°, 45°, 60°|
|Areas related to circle: Problems based on areas and circumferences of a circles (in calculating area of segment of a circle, problems should be restricted to central angle of 60°, 90° and 120° only)|
|Surface areas and volumes: Problems on finding surface areas and volumes of combinations of any two of the following-cubes, cuboids, spheres, hemispheres and right circular, cylinders/ cones|
|Surface areas and volumes: Problems involving converting one type of metallic solid into another and other mixed problems (problems with combination of not more than two different solids be taken)|
Statistics and probability
|Mean: Mean of grouped data (calculation by taking assumed mean should also be discussed). Median and mode of grouped data|
|Probability: Elementary idea of probability as a measure of uncertainty (for single event only)|
|Pictorial representation of data: Construction of pie chart (sub parts of pie chart should not exceed five. Central angle should be in multiples of 5 degrees|
|Convergence and divergence of light|
|Images formed by a concave mirror; related concepts; centre of curvature; principal axis|
|Optic centre, focus, focal length|
|Refraction; laws of refraction|
|Image formed by a convex lens; appreciations of concept of refraction; velocity of light; refractive index; twinkling of stars; dispersion of light|
|Scattering of light|
How things work
|Effects of current potential, potential difference, Ohm’s law; series combination of resistors, parallel combination of resistors; power: Dissipation due to current; Interrelation between P, V, I and R|
|Magnets: Magnetic field, field lines, field due to a current carrying wire, field due to current carrying coil or solenoid; force on current carrying conductor, Fleming’s left hand rule. Electromagnetic induction|
|Magnets: Induced potential difference, induced current|
|Chemical substances-nature and behaviour|
|Acids, bases and salts: General properties, examples and uses|
|Chemical reactions: Types of chemical reactions-combination, decomposition, displacement, double displacement, precipitation, neutralization, oxidation and reduction in terms of gain and loss of oxygen and hydrogen|
|Metals and non-metals: Properties of common metals. Elementary idea about bonding|
|Carbon compounds: Carbon compounds, elementary idea about bonding. Saturated hydrocarbons, alcohols, carboxylic acids (no preparation, only properties)|
|Some important chemical compounds: Soap-cleansing action of soap|
|Periodic classification of elements: Gradations in properties-Mendeleev periodic table|
The world of the living
|Our environment: Environmental problems, their solutions. Biodegradable, nonbiodegradable, ozone depletion|
|Life Processes: Living things; basic concept of nutrition, respiration, transport and excretion in plants and animals|
|Reproduction: Reproduction in plants and animals. Need for and methods of family planning. Safe sex vs. HIV, AIDS. Child bearing and women’s health|
|Heridity and evolution: Heridity; origin of life: brief introduction|
Social science-History (India and the contemporary world-II)
Nationalism in Europe
Nationalism in India
Age of industrialisation
Making of a global World
Social science-Geography: India-resources and the development
Resources and their development
Forest and wildlife resources
Mineral and power resources
Transport, communication and trade
Social science-Political science: Democratic politics-II
Competition and contestation in democracy
Challenges to democracy
Social science-Economic: Understanding economic
The story of development
Money and financial systems
Social science-Disaster management
Civics and economics
Introductory information technology
Mizoram Board 10th 2022 Preparation Tips
- Before beginning, draft a well planned time table. The schedule should cover each and every topic and unit. Make sure to finish with the syllabus well in advance to have ample time for revision.
- Stay calm and finish each topic one by one. Do not panic as then you will tend to forget whatever learnt.
- Make notes of all the important points you come across. You can go through them before the exams.
- Sleep and eat well.
- Exercise and spend time with family to rejuvenate.
Students must refer to the exam pattern mentioned below while preparing for Mizoram Board 10th exams 2022. This will help them to know the marking scheme and help them to plan study-schedule accordingly.
MBSE HSLC Exam Pattern 2022
Duration of exam
Theory + Practical
Students are advised to practice and solve previous years' question papers for scoring good marks. This will help them to know the type of questions asked in the Mizoram Board 10th exams. Solving the question papers will also let them know the exam pattern, difficulty level and important topics of the exams.
Mizoram Board 10th 2022 Admit Card
The Board usually releases the MBSE HSLC admit card 15 days prior to the beginning of the Mizoram Board 10th exams. The admit cards will be released in both offline and online mode. Students can either download it from the official website or collect from the school in person. Students must note that it is mandatory to carry the MBSE Class 10 admit card 2022, as no student will be allowed to sit for the exam without it.
Also, read best polytechnic courses after 10th
Documents Required at Exam
- Admit Card
The Mizoram Board of Secondary Education (MBSE) has declared the MBSE 10th result on May 17, 2022, tentatively. To check the result, students need to enter their roll number and registration number. Students who will secure passing marks will be awarded the HSLC certificate by the board.
They can download the provisional mark sheet along with Mizoram HSLC result 2022. MBSE 10th mark sheet will include the details such as subject-wise, total marks, division as well as candidate’s personal details. The original mark sheet will be issued by the board a few weeks after the declaration of result. Last year, the result was declared on June 3, 2021.
How to check MBSE HSLC Result 2022?
MBSE will declare the HSLC result on its official website. Students can follow the steps mentioned below to check the result:
- Visit the official website.
- Enter the roll number and registration number.
- Click on ‘Find Result’
- The MBSE 10th result 2022 will be displayed on the screen
- Save and take a printed copy of MBSE 10th result 2022 for future reference.
Qualifying Marks Trend
Frequently Asked Questions (FAQs)
Question:When will the MBSE HSLC examination be conducted?
MBSE HSLC 2022 exams were conducted from February 28 to March 16, 2022.
Question:When will the Mizoram board 10th result 2022 be released?
MBSE 10th 2022 result has been released on May 17, 2022.
Question:From where can I check my MBSE HSLC result 2022?
MBSE 10th result is made available on the official website, www.mbse.edu.in.
Question:What can I do if I am unable to pass in the Mizoram board 10th result 2022?
In this case, students can apply for the compartment exams.
Question:When will the MBSE 10th routine 2022 be released?
Mizoram board 10th date sheet was issued on December 13, 2021.
Question:Can I carry calculator in the exam hall?
No, students are not allowed to carry any electronic gadget in the exam hall.
Question:How can I download the MBSE HSLC time table 2021?
The time table can be downloaded from the official website, mbse.edu.in.
Question:What are the MBSE HSLC practical exam dates?
The practical exams of MBSE Class 10 were conducted from March 17 to 22, 2022.
Question:What are the application fees for the rechecking of answer sheets?
Students are required to pay Rs. 500 per subject for rechecking of answer sheets.
Questions related to Mizoram Board 10th
english old question 2018 to 2019
The previous year question papers are usually available on the official website of the respective board of education for all the subjects. You can refer the official website or else, you may look up for certain reference books, question banks in which there are solved previous year question papers available. This will help you grasp the pattern of the question paper and know how to write the answers. Your teacher may also help you in explaining the pattern of question paper and giving sample papers. You may refer to your school library too for the papers. Hope this helps.