Mr M, for question 9(ii) for some reason I differentiated ln(2y) instead of integrating (I was trying to integrate but I was just being retarded), and got my answer from there. Will I get a mark?
Mr M, for question 9(ii) for some reason I differentiated ln(2y) instead of integrating (I was trying to integrate but I was just being retarded), and got my answer from there. Will I get a mark?
EDIT: Btw thanks a lot for the solutions!
I can't say from what you have told me - it doesn't sound hopeful!
Mr. M, for 9ii) (the 6 mark question), I did everything correctly up till the point where we had to calculate the lower bound. For some reason, because i'm a dog I differentiated rather than just plugging x=0 into f(x), hence I integrated with lower bound 1, instead of lower bound 1/2. All the steps in the integration were correct, but my final answer would be wrong since the lower limit I subbed in was wrong. How many marks would I lose in your opinion?
I can't say from what you have told me - it doesn't sound hopeful!
What I meant is I correctly rearranged the equation to get pi times the integral of y=ln(2x) with limits of 1/2e^(4) and 1/2, but instead of using part (i) of question 9 to find the integral of ln(2x) I integrated ln(2x) to 1/x (I panicked due to lack of time) and went from there.
I was wondering if would at least get a mark for correctly rearranging the equation and realising the the area of the shaded region rotated about the y axis would be the integral of ln(2x) within limits of 1/2e^(4) and 1/2 multiplied by pi.
Mr M, for question 9(ii) for some reason I differentiated ln(2y) instead of integrating (I was trying to integrate but I was just being retarded), and got my answer from there. Will I get a mark?
EDIT: Btw thanks a lot for the solutions!
Is this your actual teacher? Seems a bit weird but I suppose it's a good idea too.
for 4b i put e^x2 and not 2x. hw much wud i lose and for the last i intergraded put the the y values. ie e^4 one in but got soma dfferent. like 2pi e^4. i also integrated the line and wrkd that out?
On question 9iii) if I used my answer from question 9ii) to calculate the volume (but followed the correct method) would I get any of the 2 marks?
Also, on question 9ii) I got an incorrect answer as when I substituted in the limits I rewrote ln(e^4) as e^4 instead of 4. However, I applied the limits correctly to the other variables. (And applied the correct method throughout) How many marks out of the 6 is this likely to have costed me?