Determine the parameterized equation Question #2
you need an initial point, and a vector
the initial point is \((1,1)\) and the vector is\[x=2t\]\[y=t\]\[0\le t\le 1\]so we have\[r(t)=<1,1>+t<2,1>=<1+2t,1+t>;0\le t\le1\]sorry to just give out the answer like that... not my style normally
ohhhhh
I figured I'd just let you tell me if/what you didn't understand
sorry i cldnt write nething b4
I keep getting logged out
I got x=t and y=1/2t
that is the same thing x=t and y=1/2t x=2t and y=t but you must specify an initial point, and the bounds for t if you have it your way we need \(0\le t\le2\) to get to the point \((2,3)\) from \((1,1)\)
alrighty thanks. I may be back to check the rest
cuz i am a lil iffy on this
I should say that we have the same vector, but they are different sizes and you forgot to include the initial point and bounds of t
if you have a specific question I can try to help...
so the bounds are 0<t<2?
if you do it your way, yes if you do it my way, then \(0\le t\le1\)
ok. Thanks Turing and congratz on ur mod status
thanks :)
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