The Advanced Higher Maths Exam took place today; you can see the exam paper below:
Update:
Answers are now available here. Remember, there are lot’s of different methods for getting the same answer, and these answers might not definitely be right!
The Advanced Higher Maths Exam took place today; you can see the exam paper below:
Update:
Answers are now available here. Remember, there are lot’s of different methods for getting the same answer, and these answers might not definitely be right!
Hi, I am currently teaching in KGS so its great to have your answers - I agree with all of them now I’ve sorted out the Q I copied down wrongly. Thanks a lot - I’ll be back in touch later
Cath Bremner
I would like to know if this years advanced higher maths paper was harder than last year’s one. It seems they have changed the format slightly. Any comments from any one else? Thanks
Q16 The formula for the angle between line and plane uses cosine not sine
JB - I think you can use cosine instead of sine, but you’d have to take off 90 degrees anyway (so just going with sine works just as well).
I got 67 degrees using a.b=[a][b]cos(theta)
Which if you take from 90 degrees (90 - 67) gives 23 - which is what you get if you use a.b=|a||b|.sin(theta). You use cosine if you want the angle between two planes, or two lines. It’s sine (or 90 - cosine) if it’s between a line and a plane.
http://courses.scholar.hw.ac.uk/vle/scholar/session.controller?action=viewContent&contentGUID=8e61b27f-f23c-6c68-3817-c8be4c8b602e (you’ll have to log in to scholar first)
Sorry…You’re right. I have found the angle between the normal and the line.
Cheers
Could someone give me an estimate of the likely cutoff for an A this year? Please and thank you.