deise_girl wrote: » This is probably ridiculous.. But I said how a rectangle is symmetrical, then I used the 2 triangles inside and proved them to be congruent.. So the triangles were the same as each other so the shape was a rectangle... It sounds even stupider writing it now than it did the first time >.<
sganyfx wrote: » Something similar. and the slope of the tangent was -4/3 or something like that yeah?
Raeral wrote: » For proving the sine rule that didn't specify any kind of triangle so you had to prove both the acute case and the obtuse case, unless you used the area formula to prove it. I believe you're thinking about later on when they asked you to find area of the acute angled triangle.
Raeral wrote: » All in all, not too bad. Managed to answer everything anyway coincidentally, I happened to do a project on the arbelos for the young scientists in TY, never in my wildest dreams did I actually think it would turn up on the exam :P Also did anyone else spot a problem with the triangle they gave you in question 8. It was supposed to have sides of 80 and 110 with an enclosed angle of 124 degrees and another angle of 36. However this triangle doesn't exist as 80/sin20 isn't equal to 110/sin36
sganyfx wrote: » Any idea when the paper will be uploaded?
Man.UnitedLad wrote: » Yanno in the line question? Was l an answer 3 times?!
RML wrote: » Thank God, I got the same thing too!!
valencianista wrote: » Did anybody else think there was a problem with Q8? 80/sin20 and 110/sin36 do not equal!! Also if you divide it into two triangles and get the cos80=a and cos110=a and add them together you dont get the same answer that you did with the sin rule! Surely there was a mistake in that! Or am i just crazy?
Chikablam wrote: » Differentiation on Paper 2? The ****?
RML wrote: » Umm Differentiation?? Are you sure?
D_s wrote: » Yeah the max. area of the arbelos was Da/dx = 0
LC 2013 SURVIVOR wrote: » you cant be asked calculus anywhere except for section C paper 2. -the syllabus
LC 2013 SURVIVOR wrote: » they made a mistake by making a triangle that cant exist. here have some free marks
Copper_pipe wrote: » Are you sure they made a mistake?
no scope codgod wrote: » You probably didn't have to use differentiation, it just made it easier