find the equation of the following table of values: t 0 1 2 3 4 5 v 1.5 1.3 1.4 2.0 2.4 2.7 where v is the velocity in m/s and t is time
it might be quadratic, let me check...
ok thanks
how am i supposed to use it lol
well, since i designed it, i think its quite intuitive lol
you have places to put in your data points; a quad only needs 3 data points to figure out; .....
the "how many we need to find" box is for an additional 'x' data point to either test or determine
this data doesnt match precisely to a quad tho; its close, but not exact
i used the end points and the middle and asked it to determine the intermediates and it didnt match exactly
i see could it be an exponential
with up to 5 points here, we could try to match it to an x^4 graph..... but yes, exponential is a likely possibility
no... not likely; the first and second and third points make a dip...
exponents dont dip lol
oh yeah woops
most likely a cubic ..... perhaps
do we have options?
i aint designed a cubic finder yet lol same principles; but with 4 poijts for reference and a new set of algorithms to figure out
no but i can write the whole question up if it clears anything
yes, all the info is better than just part of it :) you may have inadvertently left out some pertinent piece
An object is moving along the x-axis with values of the velocity v in m/s at time t given in the table above. Given that the distance traveled may be found by calculating the area under a velocity/time graph, use the trapezoidal rule to estimate the distance traveled by the particle in the first five seconds.
....... well then, lets use the trap rule lol
yeah i intend on using the trapezoidal rule after finding the equation of the graph
i think you need that first
why do the trap after finding an equation?
the directions clearly sate; use this info and apply the trap rule... i see no need to complicate it :)
but you can use the trapezoidal rule without an equation i believe lol
actually wait i think im very wrong lol
the trap rule, as well as the simpson rule, and all the other numerical analysises are for estimating to a certain degree of precision what integration does with precision when you CANT integrate
ok wait let me attempt it i think i over complicated for no reason
oh theres a reason.. but thats best suited for openstudy psychology lol
lol
omg i got the right answer im such an idiot
kinda paradoxal... your an idiot when you get the right answer ;)
lol thanks for your help
youre quite welcome ;)
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