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 Jul 2 awarded Curious Dec 25 accepted Averages question Dec 25 asked Averages question Nov 1 comment possibility of unique value for constants @GerryMyerson Can there be any modification to this question such that p and q can be uniquely determined? Oct 31 asked possibility of unique value for constants Oct 17 asked A problem on generalization of a solution Oct 14 revised Show that for compact $A$ and any point $x\in\mathbb{R^2}\setminus A,$ there is a closest point in $A$ to $x$ improved legibility Oct 14 suggested approved edit on Show that for compact $A$ and any point $x\in\mathbb{R^2}\setminus A,$ there is a closest point in $A$ to $x$ Oct 14 comment problem on similar triangles @GerryMyerson thanks I got it. Oct 14 accepted problem on similar triangles Oct 13 accepted Geometry question with pentagon and circle Oct 13 comment Geometry question with pentagon and circle yeah I had solved it from fedja's hint but thanks. Oct 12 comment Geometry question with pentagon and circle @fedja thanks I got it Oct 12 comment Geometry question with pentagon and circle @fedja i can't follow you Could you please be a little more descriptive. Oct 12 comment problem on similar triangles @GerryMyerson If we consider triangles BGD and ADC then as per given ratios we should have AC is to BG will be equal to 7/4 but again BG is unknown so we cant find Ac and hence can't find AE Oct 12 comment problem on similar triangles This question should not be requiring any application of any advanced theorems. Oct 12 comment problem on similar triangles Is there no other way like through similarity or something? Oct 12 comment Linear equation question with maximisation I can't use any solver or even calculator. Not allowed. Oct 12 awarded Commentator Oct 12 comment problem on similar triangles @user1772257 this theorem that you have mentioned does give 44 which is one of the options.(I don't know the correct answer for this question). However it's not in scope of my study.