AQA A-level Further Mathematics Paper 1 (7367/1) - 22nd May 2024 [Exam Chat]

Do you mean 84%?

No he means 63-75 % you melon

Wasn’t it tan5pi/12? I couldn’t do that one either, was the last one the differential equation one?

for the matrices and vectors question is it the distance between two skew lines?? the earlier part was working out the angle between them and i thought thats only between intersecting stuff. otherwise shortest distance is 0

Yeah I'm also not quite sure on my answer and wanted to check it, I used skew lines to find shortest distance and got I think (77root62)/31. But my friend got 5root62/31 so we have similar but not the same answers.

Which question, is that the one ask you to calculate the angle between AB and the plane?

It was the one where you first were given line L1 then you were told L1 was transformed by a 3D matrix to form L2. You had to first work out L2 then find the angle between L1 and L2 and show it was 0.701 radians for 4 marks. That was fine. Next part was worth 6 marks and you had to find the shortest distance between L1 and L2. The lines were skew and I'm not sure 100% about my answer. There were wacky surds, me and my friend comparatively had similar but not the same answers, and in the exam I tried to check my answer by using a second method but couldn't do it and ran out of space so gave up. Wondering what answers other people got?

Sorry mate, i just realized this is aqa, i took edexcel one, they are on the same days so i didn’t realize this.

Yeah I'm also not quite sure on my answer and wanted to check it, I used skew lines to find shortest distance and got I think (77root62)/31. But my friend got 5root62/31 so we have similar but not the same answers.

Yeah I'm also not quite sure on my answer and wanted to check it, I used skew lines to find shortest distance and got I think (77root62)/31. But my friend got 5root62/31 so we have similar but not the same answers.

my answers to most question don't remember order so listed random
4a) normal vector I crossed product the ABxAC dont remember values
4b) i got in the form ax+by+cz=17 i remeber d=17 as my value
5) for induction **** was common sense
6) z + w*=5 .... for z i got z=11/4 - i w= 9/4 - i
7) tan5pi/12 i did zw(arg)= pi/4 +pi/6= 5pi/12 zw= cos(5pi/12) + isin(5pi/12)
cartesian form zw= ( rt6 -rt2)/4 + i( rt6 +rt2)/4
tan 5pi/12 = (sin5pi/12)/ (cos5pi/12)
= ((rt6 +rt2)/4)/( rt6 - rt2)/4 = 2+ rt3
8) the general solution i got ycoshx= 1/4sinh^4(x) +c (c was a 4 digit numerator and denominator fraction i cant remeber exact val)
9) the angle gave the answer to 3 sf i got 0.7008 = 0.701 rad use the dot product.
9b) i did the matrice times the direction and position vector used the equation a.n/n a= difference between the point on the line and transformed one n= L1xL2 and i got 5rt62/31
10) the 2xarctanx couldnt do part b i was lost.
11) the integration by sub i didnt know what to sub ****ed it up.
12) the area of segment and that i got 3rt -0.5(1+3pi/4 + tan pi/4 + lnsecpi/4) in exact form
13) the spring one gave the answer just solve it 13c) a=-2.4 b=3
thats the questions i can remeber

Which question, is that the one ask you to calculate the angle between AB and the plane?

What did people get for the integral of √x²-9x+8x, I think it was

What did u get as the angle. I got 50 degrees but apparently u had to take it away from 90 so the answer was acc 40 degrees

for the matrices and vectors question is it the distance between two skew lines?? the earlier part was working out the angle between them and i thought thats only between intersecting stuff. otherwise shortest distance is 0

From what I can remember i got (5/32) * sqrt(62)

Wasn’t it tan5pi/12? I couldn’t do that one either, was the last one the differential equation one?