supernoob

none

supernoob #Chat Talk

General Chat

Transferring into College as a Sophomore So, currently I'm a junior in high school, with a college goal of MIT. I kind of screwed up or slacked off in high school... (92 GPA), so I pretty much early killed my chances of EAing MIT, let alone regular acceptance. My current plan is to ED Washington University or WashU, and then transfer into MIT as a sophomore, because my school has pretty good odds of ED'ing into WashU. Of 12 people who ED'ed, 8 were accepted, 2 deferred, and 2 rejected (all with 90.6- GPA). Would this be a good idea? Current extracurriculars are: FIRST Robotics Zero Robotics (All programming/run by MIT) Math Team (Most likely qualifying for ARML, or American Regional Math League, this year) Programming, Self-studying 3 APs w

General Chat

Looking for people who watch Chinese dramas. Okay, so, I need someone to help me with the name of one drama (I watched it a few years ago, and don't remember the name). So, the story started off with a mute beggar whose wife goes to America in order to make money to support their daughter. In the first few years, their daughter was at a learning deficiency, so he was JUST about to give her up, when she decided to speak for the first time. The setting then shifted about 15+ years into the future, when she's now grown, and is almost 18. Her mother finally returns from America, and has someone else whom she now loves. So, the mute beggar is now forced to sign over legal obligation of the daughter to both of them. (Insert some more storyline he

General Chat

Help with math homework/Linear Algebra How do I do questions 10,11, and 12? For 10, M(T) is just the coefficients of the linear transformation T. Since the rows of M(T) are linearly independent, should that mean the basis is just the column vectors of the identity matrix? I'm not so clear on what diagonal means, just that D = CAC^-1, where D is a diagonal square matrix. My current thoughts on this are: Take M(T), find the eigenvectors given the corresponding eigenvalues of M(T), take those vectors as the column vectors of C, and simply multiply CAC^-1 to find D, but then what the hell is bM(T)b? 11. Nope 12. Lolnope again.

Show me more!