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Super TET Math Simple Linear Equations Practice Test 2026 | सरल रेखीय समीकरण अभ्यास

Super TET Math Simple Linear Equations Practice Test: Boost Your Score! सुपर टेट गणित सरल रेखीय समीकरण अभ्यास टेस्ट: अपना स्कोर बढ़ाएँ!

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Unictest Team

Updated: 2026-06-21 · English

SUPER TET Mock Test Series — Overview

Namaste dosto! Super TET 2026 ki taiyari mein lage sabhi aspirants ka Unictest par swagat hai. Aaj hum Math section ke ek bahut hi crucial topic, 'Simple Linear Equations' (सरल रेखीय समीकरण) par focus karne wale hain. Agar aapko lagta hai ki Math difficult hai, toh trust me, Simple Linear Equations score karne ka sabse aasan tarika hai. Maine apne pichle 5 saal ke teaching experience mein dekha hai ki jo students is topic ko acche se samajh lete hain, unka confidence level Math mein significantly badh jata hai. Is page par hum na sirf is topic ko samjhenge, balki kuch important MCQs bhi solve karenge jo aapko Super TET mein success dilane mein madad karenge.


Super TET में सरल रेखीय समीकरण क्यों महत्वपूर्ण हैं? (Why are Simple Linear Equations Important in Super TET?)

Dekhiye, Super TET Math section mein Simple Linear Equations se har saal 2-3 questions zaroor aate hain, aur kabhi-kabhi toh 4-5 questions bhi dekhne ko milte hain. Ye questions direct hote hain aur agar aapke concepts clear hain, toh aap inhe bahut kam time mein solve kar sakte hain. Ye topics aapke basic algebraic understanding ko test karte hain, jo aage चलकर अन्य complex topics जैसे Ratio & Proportion, Age-related problems, aur even Geometry ke kuch questions mein bhi kaam aata hai. Isliye, is topic ko halka mat lijiye!


Expert Tip: Simple Linear Equations ko solve karne ke liye aapko equations ko balance karna aur variables (x, y) ki values nikalna aana chahiye. Practice is the key here!

सरल रेखीय समीकरण के मूल सिद्धांत (Basic Principles of Simple Linear Equations)

Ek Simple Linear Equation ek mathematical statement hoti hai jisme ek ya ek se zyada variables (jaise x, y) hote hain aur unki highest power 1 hoti hai. Ismein ek equal sign (=) hota hai, jo batata hai ki equation ke dono sides barabar hain. Chaliye kuch important points dekhte hain:


  • Variable (चर): Ek letter (x, y, z, a, b, etc.) jo ek unknown value represent karta hai.
  • Constant (अचर): Ek fixed numerical value (jaise 5, -3, 100).
  • Coefficient (गुणांक): Variable ke saath multiply hone wala number (jaise 3x mein 3 coefficient hai).
  • Solving an Equation: Variable ki woh value nikalna jo equation ko satisfy kare.

Jab hum equation solve karte hain, toh hum variables ko ek side par aur constants ko dusri side par le jaate hain. Is process mein hum operations (addition, subtraction, multiplication, division) ko reverse karte hain. Jaise, agar ek taraf +5 hai, toh dusri taraf jaakar -5 ho jayega.


Super TET Math Simple Linear Equations Practice Test: Part 1

Ab samay aa gaya hai apne gyan ko parakhne ka! Chaliye kuch important MCQs solve karte hain. Har question ko dhyan se padhiye aur apna answer choose kijiye. Maine personally dekha hai ki jab students khud questions solve karte hain, toh concepts unke dimag mein zyada der tak rehte hain.


Q. 1: यदि 2x + 5 = 15 है, तो x का मान ज्ञात कीजिए।
  • A) 5
  • B) 10
  • C) 2
  • D) 7
Answer: A) 5

Q. 2: समीकरण 3y - 7 = 8 में y का मान क्या है?
  • A) 3
  • B) 5
  • C) 4
  • D) 6
Answer: B) 5

Q. 3: यदि एक संख्या के दोगुने में 3 जोड़ने पर 17 प्राप्त होता है, तो वह संख्या क्या है?
  • A) 5
  • B) 7
  • C) 8
  • D) 10
Answer: B) 7

Q. 4: समीकरण (x/2) + 4 = 10 में x का मान ज्ञात करें।
  • A) 6
  • B) 12
  • C) 3
  • D) 8
Answer: B) 12

Q. 5: यदि 4(p - 2) = 12 है, तो p का मान क्या होगा?
  • A) 3
  • B) 5
  • C) 4
  • D) 6
Answer: B) 5

Q. 6: समीकरण 5m + 3 = 2m + 18 में m का मान ज्ञात कीजिए।
  • A) 4
  • B) 5
  • C) 3
  • D) 6
Answer: B) 5

Q. 7: दो संख्याओं का योग 25 है और उनमें से एक संख्या दूसरी से 5 अधिक है। वे संख्याएँ ज्ञात कीजिए।
  • A) 10, 15
  • B) 12, 13
  • C) 8, 17
  • D) 9, 16
Answer: A) 10, 15

Q. 8: यदि एक आयत की लंबाई उसकी चौड़ाई से 4 सेमी अधिक है और उसका परिमाप 28 सेमी है, तो चौड़ाई ज्ञात कीजिए।
  • A) 5 सेमी
  • B) 6 सेमी
  • C) 7 सेमी
  • D) 8 सेमी
Answer: A) 5 सेमी

Q. 9: समीकरण (3x/4) - 2 = 7 में x का मान क्या है?
  • A) 10
  • B) 12
  • C) 8
  • D) 15
Answer: B) 12

Q. 10: यदि एक संख्या का एक-तिहाई, उसके एक-चौथाई से 2 अधिक है, तो वह संख्या क्या है?
  • A) 12
  • B) 24
  • C) 36
  • D) 48
Answer: B) 24

I hope ki aapko in questions ko solve karne mein maza aaya hoga. Agar aapko kahin dikkat aayi, toh ghabraiye mat! Ye sirf shuruaat hai. Hum sab ek sath milkar Super TET ki taiyari karenge. Yaad rakhiye, har topper bhi kabhi beginner tha. Bas consistency aur sahi guidance ki zaroorat hoti hai. Unictest aapko wohi guidance dega.

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Test Series Features

Super TET Math: Simple Linear Equations की तैयारी की रणनीति (Preparation Strategy for Simple Linear Equations)

Dosto, sirf questions solve karna hi kaafi nahi hai. Ek proper strategy ke bina aap maximum score nahi kar sakte. Maine dekha hai ki bahut se students sirf difficult questions ke peeche bhagte hain aur basic concepts ko ignore kar dete hain. Yeh sabse badi galti hai! Super TET mein balance approach zaroori hai.


  • Concepts Clear Karein: Sabse pehle, variables, constants, coefficients, aur terms jaise basic concepts ko achhe se samjhein. Jaise hum ghar banate hain, toh neeche ki foundation mazboot honi chahiye.
  • NCERT Books: Class 6th to 8th ki NCERT Math books mein Simple Linear Equations ke chapters ko thoroughly padhein. Yahan se aapko basic understanding aur solved examples milenge.
  • Practice, Practice, Practice: Jitne zyada questions solve karenge, utni hi aapki speed aur accuracy badhegi. Different types ke questions practice karein – direct equations, word problems, fraction-based equations, etc.
  • Previous Year Papers (PYQs): Super TET aur anya teaching exams (CTET, UPTET, KVS, DSSSB) ke previous year papers se Simple Linear Equations ke questions solve karein. Isse aapko exam pattern aur frequently asked questions ka idea lagega.
  • Time Management: Practice karte waqt time limit set karein. Ek question ko solve karne mein kitna time lag raha hai, ispar dhyan dein. Super TET mein time bahut important factor hota hai.
  • Mistake Analysis: Jo questions galat ho rahe hain, unhe mark karein aur dobara solve karein. Apni galtiyon se seekhna bahut zaroori hai.

Expert Tip: Word problems mein equation banana sabse challenging hota hai. Iske liye, question ko sentence-by-sentence padhein aur har part ko ek mathematical expression mein convert karte chale jaayen. Example: 'एक संख्या का दोगुना' means '2x', '3 अधिक' means '+3'.

Super TET Math Simple Linear Equations Practice Test: Part 2

Chaliye, ab kuch aur challenging questions dekhte hain. Ye questions aapki understanding ko aur mazboot karenge. Yaad rakhiye, har ek question aapko Super TET 2026 ke ek kadam aur kareeb le jaata hai.


Q. 11: यदि 2(x + 3) = 18 है, तो x का मान ज्ञात कीजिए।
  • A) 6
  • B) 3
  • C) 9
  • D) 12
Answer: A) 6

Q. 12: समीकरण (y/3) - (y/4) = 1 में y का मान क्या है?
  • A) 12
  • B) 6
  • C) 24
  • D) 3
Answer: A) 12

Q. 13: एक पिता की आयु अपने पुत्र की आयु की तीन गुनी है। यदि उनकी आयु का योग 48 वर्ष है, तो पुत्र की आयु क्या है?
  • A) 10 वर्ष
  • B) 12 वर्ष
  • C) 16 वर्ष
  • D) 18 वर्ष
Answer: B) 12 वर्ष

Q. 14: समीकरण 7x - 9 = 16 में x का मान ज्ञात कीजिए।
  • A) 2
  • B) 3
  • C) 4
  • D) 5
Answer: B) 3

Q. 15: यदि 5(x - 1) = 2(x + 7) है, तो x का मान क्या है?
  • A) 3
  • B) 6
  • C) 8
  • D) 10
Answer: B) 6

Q. 16: एक संख्या और उसके आधे का योग 30 है। वह संख्या क्या है?
  • A) 15
  • B) 20
  • C) 25
  • D) 30
Answer: B) 20

Q. 17: समीकरण 0.5x + 1.5 = 4.5 में x का मान ज्ञात करें।
  • A) 3
  • B) 4
  • C) 5
  • D) 6
Answer: D) 6

Q. 18: यदि एक त्रिभुज के कोण x, x+10 और x+20 हैं, तो x का मान क्या है?
  • A) 50°
  • B) 60°
  • C) 40°
  • D) 70°
Answer: A) 50°

Q. 19: समीकरण (2x - 3) / 5 = (x + 1) / 3 में x का मान ज्ञात कीजिए।
  • A) 14
  • B) 10
  • C) 8
  • D) 12
Answer: A) 14

Q. 20: एक संख्या के चार गुने में से 6 घटाने पर 18 प्राप्त होता है। वह संख्या क्या है?
  • A) 4
  • B) 5
  • C) 6
  • D) 7
Answer: C) 6

Agar aapne in sabhi questions ko solve kar liya hai, toh bahut badhiya! Aapki taiyari sahi disha mein ja rahi hai. Agar kuch questions galat hue hain, toh unhe revise karein aur samajhein ki galti kahan hui. Main jaanta hoon ki Super TET jaisa bada exam crack karna aasan nahi hai, lekin aapki mehnat aur sahi strategy aapko safalta zaroor dilayegi. Unictest par hum aapke har kadam par aapke saath hain.

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Frequently Asked Questions (SUPER TET)

Simple Linear Equations are algebraic expressions where the highest power of the variable is one, and they involve an equality sign. For Super TET Math, these equations are crucial because they form the foundation of algebra and are directly tested with 3-5 questions. Mastering them helps in quickly solving problems and building a strong base for other quantitative aptitude topics like age problems and ratio-proportion, ensuring a good score in the exam. They are direct scoring questions if concepts are clear.

In the Super TET Math section, Simple Linear Equations typically carry a weightage of 3 to 5 questions, each for one mark. This means you can expect to secure 3-5 marks from this topic alone. While the exact number can vary slightly year to year, its consistent presence makes it a high-priority topic for aspirants. For instance, in Super TET 2019, around 4 questions were directly from this segment, making it a significant contributor to the overall score.

For strong conceptual understanding, start with NCERT Math textbooks from Class 6 to 8. For practice, R.S. Aggarwal's 'Quantitative Aptitude' is highly recommended for a wide range of questions. Additionally, specific Super TET Math guides by publications like Arihant or Lucent's General Math can provide exam-oriented questions. Don't forget to utilize online platforms like Unictest for practice tests and previous year question papers for Super TET and other teaching exams (CTET, UPTET) to understand the pattern.

Super TET generally features three main types of Simple Linear Equation questions. First, direct equations like '2x + 5 = 15' where you need to find the value of 'x'. Second, word problems that require you to form the equation from a given scenario, such as age-related problems or questions involving fractions (e.g., 'a number and its half sum up to 30'). Third, problems involving geometric figures where dimensions are expressed in terms of variables, and you need to find them using perimeter or area formulas.

To improve speed and accuracy, consistent practice is key. First, ensure your basic arithmetic operations (addition, subtraction, multiplication, division) are strong. Second, practice solving a variety of questions under timed conditions to simulate exam pressure. Third, analyze your mistakes to understand where you're going wrong (e.g., calculation errors, incorrect equation formation). Regularly revisiting the fundamentals and focusing on mental math for simpler steps can significantly boost both speed and accuracy. Remember, the goal is not just to solve, but to solve quickly and correctly.

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