I think he means horizontal length l?DaveF said:[Edit: And surely a slope of length l and height h gives theta = arcsin(h/l). Are you sure you were really prepared?]
I think he means horizontal length l?DaveF said:[Edit: And surely a slope of length l and height h gives theta = arcsin(h/l). Are you sure you were really prepared?]
Even then, what he's said would still be wrong (should be arctan(h/l) = theta).SaBBz said:I think he means horizontal length l?
Vertigo1 said:What strikes me about the OP's experience is that he obviously knows his stuff or he'd not realise that he screwed it up. I think this quite aptly demonstrates why there should be far more emphasis on coursework throughout the year than on individual high-pressure exams performed against the clock where simple mistakes can have serious consequences.
Vertigo1 said:What strikes me about the OP's experience is that he obviously knows his stuff or he'd not realise that he screwed it up. I think this quite aptly demonstrates why there should be far more emphasis on coursework throughout the year than on individual high-pressure exams performed against the clock where simple mistakes can have serious consequences.
Ricochet J said:Had a Physics Practical exam today. Two practicals, got 35 mins for each, to do the readings and write up.
There were two parts. Mechanics and Electricity.
Mechanics
It was an inclined slope of height h, and lenth l, hence use tan(h/l) to find theta. Well, as simple as it sounds, I ****ed that upI took readings of the wrong length which means the rest of my answers were wrong because the other questions relied on me getting that right.
Afterward release a trolley from rest and do some things with the average time. I managed to get the lattar part right, but off course, it relied on the former being right!
Electricity
Had a a few circuits. Simply measure the voltage in parrallel and current in series. I ****ed that up. The current was measured in micro amps, so I need the calculations from the ammeter readings to include the power of 10^-3. I didn't, which meant my answers were wrong, as a result, the other questions which relied on that answer being correct were wrong.
In a nut shell I ****ed up and tbqfh don't really care any more![]()
I disagree. If you measure something wrong in a practical, probably the only way you'd ever realise it is if you discussed the results with people afterwards. Or if it was something radically wrong like using milliamps instead of amps, you'd realise when your answers didn't make sense. The thing is, measuring the slope wrong could happen to anyone, but using the incorrect units when measuring current is a pretty fundamental error.Vertigo1 said:What strikes me about the OP's experience is that he obviously knows his stuff or he'd not realise that he screwed it up.
Amp34 has this pretty much bang on, I think. Anyone who is internet savvy and gets to mark coursework will quickly realise an awful lot of it isn't by the student. But it's not always easy to prove, and it's a lot of hassle for something that only reflects badly on the school, so people tend to get away with it.I think this quite aptly demonstrates why there should be far more emphasis on coursework throughout the year than on individual high-pressure exams performed against the clock where simple mistakes can have serious consequences.
DaveF said:. I'm slightly shocked at the post about accounts exams: I did maths at Uni, and although most of it was fairly theoretical, there were courses like numerical methods where the exam questions involved doing quite a lot of calculations. With those questions, the policy was basically "If you get the wrong answer, you lose most of the marks". Because at that level, you are preparing to go out into the real world, and solve real problems, and you are expected to get the right answer. It's not that difficult - you check your work, check your solution makes sense, and for simple things like adding up a column of numbers, you do it twice and make sure you get the same answer both times.
Because in the real world, it won't matter if you make a mistake with the company accounts, right?Jonny ///M said:Im now doing accounts at college and it seems to work the same way. Aslong as you show you know what you need to be doing then i dont see why making a silly mistake should make you fail.
DaveF said:Because in the real world, it won't matter if you make a mistake with the company accounts, right?
Thing is, if you're not going to use those methods in an exam (where it's your future on the line), I'm not too confident you're going to use them properly on my accounts.Jonny ///M said:Nope,thats why you have error checking methods that you do at the end of the accounts![]()
DaveF said:Thing is, if you're not going to use those methods in an exam (where it's your future on the line), I'm not too confident you're going to use them properly on my accounts.
In my experience if you don't get in the habit of making sure you can do the "basics" accurately, it will end up biting you in the future. I've seen many people struggle with maths problems because they're making so many "silly" mistakes that even when they find the right approach, they haven't got a hope of getting to the end of the question because the mistakes send them hopelessly off course.
Guess it depends on whether the university wants you to take pains to make sure you get the right answer. I thought that would be important for accounts exams, but evidently not.Jonny ///M said:Well on an exam where i scored 92% i totalled two departments wrong for some reason,later down the line all your doing is working out absorbtion rates so why should you not get a mark for doing the thing right but its technically wrong due to the figure you used being wrong?
DaveF said:Guess it depends on whether the university wants you to take pains to make sure you get the right answer. I thought that would be important for accounts exams, but evidently not.