Have you ever tried to draw a straight line, only to find it turns out all wrong? Or, wanted to show 1 at a party but the song you’d practised so many times suddenly 2 more difficult? I've had both these 3 .As a Senior 3 student, I have to 4 many exams.Each time, I enter one, thinking “I 5 fail this time.”, I get a low mark. But don't be surprised --- it's not 6 we don't try, or do enough preparation, 7 take it seriously.On the contrary, it is because we put ourselves under too much 8 .It is thinking: “I must…” that 我国古代数学的许多创新和发展都位居世界前列,如南宋数学家杨辉(约13世纪)所著的《详解九章算术》一书中,用如下的三角形解释(a+b)n的展开式中各项的系数,此三角形称为“杨辉三角”,即:(a+b)1=a+b(a+b)2=a2+2ab+b2(a+b)3=a3+3a2b+3ab2+b3(a+b)4=a4+4a3b+6a2b2+4ab3+b4(a+b)5=a5+5a4b+10a3b2+10a2b3+5ab4+b5根据“杨辉三角”计算出(a+b)10的展开式中第三项的系数为( )A.10B.45C.46D.50