Sir apne distance formula bola, ki turant mujhe strike hua ki ye to (4,7) ka (sqrt(8x-x^2-12),x) se distance ka square likha hua hai..... Fir maine variable point ka locus nikala, semicircular arc aayi.... Fir sab calculation kar li, 1600 answer aa gaya.....❤❤ Pehle differentiation se try kiya, lekin jhand ho rahi thi zindagi usme 😂😂
Sir i factorised the under root part and got root[(x-2)(6-x)] From here we can find out the domain that comes out to be [2,6] from here we can easily predict the maximum value from the extreme cases and which indeed comes out to be 41 but generally as we get minimum at central value or null/equality point i am getting 13 rather than 9 .is this approach good???
crazy good question
Such a nice question.Need more questions like these sir.And thank you for your efforts🙏🙏
Crazy good question
Sir apne distance formula bola, ki turant mujhe strike hua ki ye to (4,7) ka (sqrt(8x-x^2-12),x) se distance ka square likha hua hai..... Fir maine variable point ka locus nikala, semicircular arc aayi.... Fir sab calculation kar li, 1600 answer aa gaya.....❤❤ Pehle differentiation se try kiya, lekin jhand ho rahi thi zindagi usme 😂😂
Can you explain why he take the distance between centre(4,0) and (7,4) as minimum distance while the centre doesn't technically lie on the circle
Cengage ke AOD main exact aisa hi question hai
M=√41 and m=3.
Sir i factorised the under root part and got root[(x-2)(6-x)]
From here we can find out the domain that comes out to be [2,6] from here we can easily predict the maximum value from the extreme cases and which indeed comes out to be 41 but generally as we get minimum at central value or null/equality point i am getting 13 rather than 9 .is this approach good???
sir apne M ko do baar square kar diya actual ans must be 32
No it's right
M=ROOT 41 ?????
root 41 is max distance between (7,4) and the circle .The given function is the square of the distance,so M=(sqrt(41))^2
@@stupidninja8807 Can you explain why he took the distance between centre(4,0) and (7,4) while the centre doesn't technically lie on the circle.
200?
Edit: sorry it should be 40, did a small calculation mistake, forgot to take root
amazing question, I fell into the last trap too
1600
49
80
aise bhout kare hai 11th mai maine
Nice bro
Why M is not equal to √41?
We are given that square of distance is M. Hence distance is √41, but square of distance is 41
@TheTanveerGaming Thanks man.🙏
crazy good question
Crazy good question
120