alramsey Posted December 12, 2011 Report Share Posted December 12, 2011 Well, actually, the hypotenuse represents both, but you don't need to know that distance to solve for the angle, just use the legs. Then you can use the hypotenuse representing his total speed and the angle to find the components and find out how far he travels in each time interval. wait, wait... i dont need to know that distance? I've been drawing how far buddy travels during each time interval using that distance i got from s=vt... am i doing something wrong in drawing the diagram? i dont seem to be able to find out the legs if I dont know the distance of the hypotenuse somehow...besides measuring it manually... Reply Link to post Share on other sites More sharing options...
Doppel Posted December 17, 2011 Report Share Posted December 17, 2011 (edited) I got this internal friday a week ago, and it's due next friday. So far, I've found the recursive formulae for Buddy's co-ordinates. Could someone explain to me what exactly a discrete model is? Edited December 17, 2011 by Doppel Reply Link to post Share on other sites More sharing options...
chocomuncher Posted December 21, 2011 Report Share Posted December 21, 2011 i got everything figured out....but what exactly do they mean by a discrete model?I think it's just a discontinuous model of points. How did you find the recursive formulae?? is it alright to use an estimated model function of the angles? were u able to find any exact patterns? Also is the possible to graph recursive equations?? Much help neeeded! thanks ~ Reply Link to post Share on other sites More sharing options...
dessskris Posted December 27, 2011 Report Share Posted December 27, 2011 I got this internal friday a week ago, and it's due next friday. So far, I've found the recursive formulae for Buddy's co-ordinates. Could someone explain to me what exactly a discrete model is?i got everything figured out....but what exactly do they mean by a discrete model?to both of you, discrete >< continuous. basically most functions are continuous. discrete functions are...well, discontinuous functions. they're plotted in dotted lines. usually these are for integers only. so there's no point corresponding to non integer values like 1.5, 2.7, etcHow did you find the recursive formulae?? is it alright to use an estimated model function of the angles? were u able to find any exact patterns? Also is the possible to graph recursive equations?? Much help neeeded! thanks ~use trigo. yeah if you use TI, select the graph, properties, you can then make dotted lines with a specified interval. Reply Link to post Share on other sites More sharing options...
chocomuncher Posted December 27, 2011 Report Share Posted December 27, 2011 got the formulae! but for the conditions necessary for Buddy to catch up with Angie...is it only that Buddy has to be faster than Angie. are there any limitations on the time interval? I got this internal friday a week ago, and it's due next friday. So far, I've found the recursive formulae for Buddy's co-ordinates. Could someone explain to me what exactly a discrete model is? i got everything figured out....but what exactly do they mean by a discrete model? to both of you, discrete >< continuous. basically most functions are continuous. discrete functions are...well, discontinuous functions. they're plotted in dotted lines. usually these are for integers only. so there's no point corresponding to non integer values like 1.5, 2.7, etc How did you find the recursive formulae?? is it alright to use an estimated model function of the angles? were u able to find any exact patterns? Also is the possible to graph recursive equations?? Much help neeeded! thanks ~ use trigo. yeah if you use TI, select the graph, properties, you can then make dotted lines with a specified interval. Reply Link to post Share on other sites More sharing options...
chocomuncher Posted December 27, 2011 Report Share Posted December 27, 2011 oh and what does it mean to include estimates for "the time at which Buddy catches up with Angie"? do we just do that for specific cases? or we need a time formula for all general situations....? O__________o Reply Link to post Share on other sites More sharing options...
alramsey Posted December 31, 2011 Report Share Posted December 31, 2011 anyone used similarities along simple trig? Reply Link to post Share on other sites More sharing options...
tehfunkicookie Posted January 17, 2012 Report Share Posted January 17, 2012 Hi. I am very confused as to how to start this IA! Here are my data values:D= 300 mt= 10smy made up values are:v (buddy) = 6m/su (Angie) = 4 m/sI honestly followed every comment that I read and I STILL can't find any data points!!!I drew a big triangle and tried doing similar triangles, but I couldn't find any data pointsI tried using trig but I didn't have enough information!!I really need help. Its due in 2 days =(!!I'm really worried Reply Link to post Share on other sites More sharing options...
kiwi.at.heart Posted January 17, 2012 Report Share Posted January 17, 2012 Hi. I am very confused as to how to start this IA!Here are my data values:D= 300 mt= 10smy made up values are:v (buddy) = 6m/su (Angie) = 4 m/sI honestly followed every comment that I read and I STILL can't find any data points!!!I drew a big triangle and tried doing similar triangles, but I couldn't find any data pointsI tried using trig but I didn't have enough information!!I really need help. Its due in 2 days =(!!I'm really worriedOne of the hardest steps in this IA I found was getting your head around the geometry of the situation. So i would go back and have another go at drawing out the situation to figure out the angles and distances you need if you do this using trigonometry. One of the best things about their IA is the actual maths in it is pretty basic so just find one point at a time and soon you will easily see what you need to create a model. I'll give you some help to find the first 2 points. Just assume buddy and angie are on a huge y x-axis graph for my explanation. Using your values, the first point is very obvious, in 10s, buddy moves 60m from 300 to 240 and angie moves 40m up the y-axis aka lake. Now, to find buddy's next movement, you assume that buddy is moving towards (0,40). If you draw a triangle you can find the angle and then using that angle and basic trig, assuming he moves another 60 metres you can find his next coordinate. This is as probably as much help as I could possibly give you, just keep at it and at some point you will have a moment where it clicks and the whole process will seem so simple. 1 Reply Link to post Share on other sites More sharing options...
tehfunkicookie Posted January 28, 2012 Report Share Posted January 28, 2012 hey guys! my advisor extended my IA to monday! I really need help on the assumptions for this! I really can't think of any besides "wind" and somehow.. friction.. Please Can you guys give me some hints?!?! And how do we do simulations using Excel?!?! Reply Link to post Share on other sites More sharing options...
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