🔥Black Book Challenge: Ultimate Quadratic Equation Trick! 📚💡 #jeemains #iitjee #jeeadvanced

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🚀 Master quadratic equations with this mind-bending question from the Black Book! 🧠 Can you solve it faster than the experts? 🤔 Perfect for JEE aspirants aiming to crack the toughest problems! 🎯 Watch till the end for a pro tip! 💪 #jeemains2024 #quadraticequations #jeeadvanced #iitpreparation #blackbook #jeemaths #jeemaths
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Option C 4 solutions
Graph of 3^-|x| & graph of |2-|x|| intersect at 4 points

kashifjamal
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sirji blackbook ke questions karke confidence aata he please bring more

KTRYT_
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Sir answer is C) 4
As the graphs of 3^|x| and 1/|2-|x|| will intersect at 4 points

VedantDikshit
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4 roots we will draw graphs of 3^-|x| and |2-|x|| and the range of exponential graph id(0, 3] and second graph cuts it at 4 distinct points

NytEdits-up
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Option c is correct
When x<0 intersect 2 pt and x>0 intersect 2pt in graph

niwashbhokta
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Thank you very much sir 😊 for the question. I could not find the right solution which was option C. I initially found two roots. But as I saw the graphical approach I got to learn a number of concepts.

swetapadmamahapatra
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Sir aap jee mains ke liye maths crash course launch krdo yt pr

AryanKumawat-yt
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Sir mera to 2 aa rha..

Please make a video on the que. No. 2🙏❤

WarriorsOfJEE.
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Sir option C 4 very easy sir bring one big series of such questions sir please bring it

Shantanuthoratxyz
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Ya sunday tak kam ke iss chepter ke shorts banie, 🙏plz

falgunijariwala
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Sir, binomial theorem concept ke video ho to link dijie, sunday meri exam he

falgunijariwala
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Sir answer is 4 roots but how we draw graph😅

Gurucharan-bu
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Sir ji pehla ques to orally ho jata -7 waali eqn analyse krke 😅😅

L_Lawliet
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