Super TET Math Percentage: Calculation Short Tricks & Formulas for 2026 Exam | सुपर टेट गणित प्रतिशत: गणना के शॉर्टकट ट्रिक्स और सूत्र 2026 परीक्षा के लिए
Start Free Mock Test Now!Founder & Director,Unictest. M.Sc (Maths), MCA & Full-Stack Developer. Former Senior Academic Counsellor with 3+ years of expertise in Teaching Exams (CTET, KVS, DSSSB) and JEE/NEET mentorship. I bridge the gap between complex exam pedagogy and intuitive technology to help students achieve success.Founder & Director Unictest. M.Sc (Maths) MCA & Full-Stack Developer. Former Senior Academic Counsellor with 3+ years of expertise in Teaching Exams (CTET KVS DSSSB) and JEE/NEET mentorship. I bridge the gap between complex exam pedagogy and intuitive technology to help students achieve success.
Updated: 2026-06-17 · हिंदी
Namaste future teachers! Super TET 2026 ki taiyari mein Math section, khaaskar Percentage (प्रतिशत), ek game-changer ho sakta hai. Main Yadvendra Singh Pal, Unictest se, aapko yakin dilata hoon ki agar aapne percentage ko short tricks se master kar liya, toh aap na sirf time bachayenge balki accuracy bhi badha lenge. Dekhiye dosto, Super TET mein har ek mark kitna important hota hai, yeh toh aap sab jaante hi hain. Isliye, aaj hum un sabhi zaruri short tricks aur concepts ko detail mein samjhenge jo aapko percentage ke questions ko tezi se solve karne mein help karenge.
Percentage ka matlab hai 'per hundred' ya 'prati sau'. Jab hum kisi quantity ko 100 ke reference mein dekhte hain, toh woh percentage kehlata hai. For example, 20% ka matlab hai 100 mein se 20. Super TET Math syllabus mein Percentage ek foundational topic hai. Iska use sirf percentage ke questions mein hi nahi, balki Profit & Loss, Simple & Compound Interest, Data Interpretation jaise chapters mein bhi hota hai. Agar aapka percentage strong hai, toh aapke liye yeh saare topics easy ho jaayenge.
Percentage calculation mein speed badhane ka sabse pehla aur sabse effective tarika hai ki aap kuch common fraction-to-percentage equivalences ko yaad kar lein. Yeh aapko calculations mein bahut help karenge. Jab main apne students ko padhata hoon, toh sabse pehle unhe yahi list yaad karne ko bolta hoon. Trust me, it works wonders!
In values ko yaad karne ke baad, aap bade percentages ko bhi easily break kar sakte hain. Jaise, agar aapko 66.66% calculate karna hai, toh aapko pata hoga ki yeh 2/3 hota hai. Toh question mein agar '66.66% of 300' pucha hai, toh seedha 2/3 * 300 = 200. Kitna time bacha?
Kisi bhi number ka percentage nikalne ke liye, 10% aur 1% ka concept bahut powerful hai. Isse aap complex calculations ko bhi mentally kar sakte hain.
Application: Agar aapko 23% of 500 nikalna hai. Aap ise aise break kar sakte hain:
20% of 500 + 3% of 500
(2 * 10% of 500) + (3 * 1% of 500)
(2 * 50) + (3 * 5)
100 + 15 = 115.
Dekha kitna easy ho gaya? Bahut se students calculator dhundhne lagte hain ya traditional method use karte hain, jisme time lagta hai. Yeh trick aapko bahut aage le jaayegi.
Yeh ek simple lekin bahut effective trick hai jo calculations ko simplify karti hai. Iska matlab hai ki agar aapko 'X% of Y' nikalna hai, toh aap 'Y% of X' bhi nikal sakte hain, aur answer same aayega.
Example: Calculate 16% of 25.
Normally, it would be (16/100) * 25 = 4.
Using the trick: Calculate 25% of 16.
Hum jaante hain ki 25% = 1/4 hota hai. So, (1/4) * 16 = 4.
Same answer, but the second method was much faster because 25% is an easy fraction.
Another Example: Calculate 32% of 50.
Instead, calculate 50% of 32.
50% ka matlab hota hai aadha. So, 50% of 32 = 16.
Simple, right? Bahut se students is trick ko bhool jaate hain aur difficult calculations mein fas jaate hain. Isko apni practice ka hissa banao.
Jab kisi value mein percentage increase ya decrease hota hai, toh usko calculate karne ke liye bhi shortcuts hain.
Example (Increase): A student scored 200 marks in a test. In the next test, his score increased by 20%. What is his new score?
Original Score = 200
Increase = 20%
New Score = 200 * (100 + 20) / 100 = 200 * 120 / 100 = 2 * 120 = 240.
Alternatively, 20% of 200 = 40. New Score = 200 + 40 = 240.
Example (Decrease): The price of a book was Rs. 400. It decreased by 15%. What is the new price?
Original Price = 400
Decrease = 15%
New Price = 400 * (100 - 15) / 100 = 400 * 85 / 100 = 4 * 85 = 340.
Alternatively, 15% of 400 = (10% of 400) + (5% of 400) = 40 + 20 = 60. New Price = 400 - 60 = 340.
Yeh trick wahan kaam aati hai jahan do quantities ka product constant rehta hai. Jaise, Price * Consumption = Expenditure. Agar Expenditure constant hai, toh agar Price badhega, toh Consumption kam hoga aur vice-versa.
Example: The price of sugar increases by 25%. By what percentage should a family reduce its consumption so that the expenditure on sugar remains the same?
Here, x = 25%. Product (Expenditure) is constant.
Reduction in consumption = (25 / (100 + 25)) * 100% = (25 / 125) * 100% = (1/5) * 100% = 20%.
So, family ko sugar consumption 20% kam karna padega. Kitna quick answer aa gaya! Traditional method se karne mein aapko 2-3 minute lag jaate.
Is section mein humne kuch basic aur powerful short tricks dekhi hain. Inhe practice karna bahut zaroori hai. Sirf padhne se kuch nahi hoga, aapko in tricks ko apne questions mein apply karna seekhna hoga. Yaad rakhiye, har topper bhi ek baar beginner tha, bas consistency aur sahi direction mein mehnat zaroori hai!
Exact pattern questions with timed interface
Subject-wise performance report
Focus your preparation strategically
Practice in your preferred language
Jab kisi quantity mein do ya do se zyada baar lagatar percentage change hota hai, toh uske liye successive percentage change ka formula use karte hain. Yeh concept aksar population growth, area change, ya discount ke questions mein aata hai.
Yahan A aur B pehle aur dusre percentage changes hain. Agar increase hai toh positive (+) aur decrease hai toh negative (-).
Example 1 (Two Increases): The population of a town increased by 10% in the first year and by 20% in the second year. What is the net percentage increase over two years?
A = +10%, B = +20%
Net Change = [10 + 20 + (10 * 20 / 100)]% = [30 + 200/100]% = [30 + 2]% = 32% increase.
Toh, total population 32% badh gayi. Agar aap isko step-by-step karte, toh pehle 10% badhate phir new value par 20% badhate, jisme zyada time lagta.
Example 2 (Increase and Decrease): The price of an item first increased by 20% and then decreased by 10%. What is the net percentage change in its price?
A = +20%, B = -10%
Net Change = [20 + (-10) + (20 * -10 / 100)]% = [10 - (200/100)]% = [10 - 2]% = 8% increase.
Iska matlab hai ki item ka price finally 8% badh gaya.
Percentage ke questions mein elections se related problems bahut common hain. Inhe solve karne ke liye bhi ek systematic approach follow karna hota hai.
Example: In an election, Candidate A got 60% of the total votes and won by 1200 votes. Find the total number of votes.
Let total votes be 100%.
Candidate A got 60% of votes.
Candidate B got (100% - 60%) = 40% of votes.
Difference in votes = 60% - 40% = 20%.
This 20% difference is equal to 1200 votes.
So, 20% = 1200 votes.
1% = 1200 / 20 = 60 votes.
Total votes (100%) = 100 * 60 = 6000 votes.
Maine personally dekha hai ki is type ke questions mein students confuse ho jaate hain ki total votes kya manein. Hamesha 100% se start karo, calculations simple ho jaayengi. Agar invalid votes ka concept bhi hai, toh pehle valid votes nikalo, phir us par percentage apply karo.
Percentage ko master karne ke liye sirf tricks jaanna کافی nahi hai, ek solid strategy bhi honi chahiye. Meri taraf se kuch important points:
Super TET Math, especially percentage ke liye, kuch standard books aur resources hain jo aapki help kar sakte hain:
Mera suggestion hai ki aap ek book ko multiple times solve karein, bajaye ki multiple books ko ek baar. Isse aapki grip topic par strong hogi. Yaad rakhiye, consistency is the key to success. Aaj jo mehnat karoge, kal wahi rang laayegi!