For the temperature last bit your supposed to say: As t tends to infinity "t --> [infinity]", e^-0.05t tends to 0 ("e^-0.05t --> 0), therefore, T --> 400(0) + 25 = 25.
definitely harder than the other two..... i got the iteration wrong, kept putting it into y= and wondering why it was wrong, of course i've now realised it was dy/dx...
there was a lot of stuff in there that wasn't immediately obvious and required some amount of thought...
did others get -3root7/8 at one point and 135 degrees as the only answer at another?
PS. argh ****. "instead of turning point" i wrote "root". penis weed.
oh poooo, I did the same! I thought the paper was harder than the last 2, and different from all the solomon papers - there seemed to be a lot of emphasis on graph sketching. So annoying with the sin2A, I was sitting there thinking that I could have done that 2 years ago, but the whole obtuse angle thing stumped me.. I managed a couple of lines of working though and got something bizzarre like -root (63/64) as the answer - but just got that thru putting it all in the claculator....wonder if theyll give me any marks, cos it is right!.... shame I havent learnt C4 yet !!
definitely harder than the other two..... i got the iteration wrong, kept putting it into y= and wondering why it was wrong, of course i've now realised it was dy/dx...
there was a lot of stuff in there that wasn't immediately obvious and required some amount of thought...
did others get -3root7/8 at one point and 135 degrees as the only answer at another?
I agree with the 135 degree angle question, however I got (+3root7)/8, as sin was also positive in the domain given with the cos value. Therefore 2sin@cos@ is also positive
i found this paper MUCH harder than the two past ones. C4 has to be good was the rate question -1.64
i left it as -1.64 and didnt write it decreases at a rate of 1.64 per minute
will i lose a mark? i believe i may have lost a comfortable 15 marks on the paper.
So long as you indicated the temperature decreased at this rate, the question asked you to give the answer in terms of degrees C/min, so unless you did that and put -1.64 degrees C/min I'm guessing you'd lose probably just one mark for incorrect sign
reakon i lost a good 25 marks , really wasnt a great paper. First 4 questions were ok, then managed to do bits of the rest, just fell to piecestowards the end
I agree with the 135 degree angle question, however I got (+3root7)/8, as sin was also positive in the domain given with the cos value. Therefore 2sin@cos@ is also positive
I agree with the 135 degree angle question, however I got (+3root7)/8, as sin was also positive in the domain given with the cos value. Therefore 2sin@cos@ is also positive
however sin was not positive becuase it was the 4th quadrant.
Yeah I did that too, argh. But hopefully it won't matter since it's f'(x) - the gradient that's changing sign - so it would be a root since the gradient is 0 at the turning point...well hopefully anyway.
Duh, if T >= 25, then T >= 20. THey probably did it because they thought that in other papers, people looked at the answer and worked backwards.
I interpreted the question wrong. It said why cant T reach 20, I was like "hmm thats obv you cant evaluate ln(negative)" but then I thought WHY didnt they say why cant T<25. I thought it was trying to catch me out. Luckily I just put T=20, you got ln(negative) showed you cant evaluate ln(negative) and just left it at that.
That was a joke, it was soooooo hard. My trig isnt up ot scratch and the only part of that I know is when u have the R involved. That didnt come up! GRRRR. I will be happy with a D lol. ( ps was hoping for C or B)