Is this iiitprep.com legit?
They asking for my application details for free interview guide
They asking for my application details for free interview guide
Question gave a circle (x-a)^(2)+(y-b)^(2)=r^2, where a,b,r are real numbers and 3 points x1,y1 x2,y2 x3,y3 are all rational values lying on this circle. Now, Lets take r^2 as p+q, where p is rational part and q is irrational part.
Assume a and b are irrational
Then x^(2)+y^(2)-2(ax+by)+a^2+b^2=p+q. Now since x^2 and y^2 is rational for 3 given points we can remove it and only equate irrational lhs to rhs
therefore, -2(ax+by)+a^(2)+b^(2)=q. Note that this is exactly what a line equation looks like. We know 3 solutions of this line but also those same 3 solutions also lie on the given circle. This means that the line and circle have 3 points of intersection, which is impossible. Therefore, our assumption that a and b are irrational was incorrect. Similarly can be proven for a is rational and b is irrational and vice versa.
Thank You
my p block is very weak. Thinking of just reading the notes, my memory is not very good esp in chem
Most of his questions are not tough but I feel he has questions from every single concept in the jee syllabus which might help for revision
I saw another guys comment on this subreddit that all of these answers are wrong, but I dont agree. If you think there is any problem with the logic please let me know
That reversing speed, fridge closing, sweater etc.
I gotta plan for the travel lowk. Hyderabad is lowk fun ig
this guy next to me took partial drop at bits goa from one of the top courses. Thats crazy bro IIT paglu ig
who is sarvagyan and why is he spamming me about met second attempt