cartesian components?
300439
This question is miscategorized.\n\nSpecial Education refers to the education and parenting of children with special needs.
878219
your question is not clear. describe positions of the objects.
375748
All squares are rectangles,\nall parallelograms are quadrilaterls\nand all squares are parallelograms
1147966
Yes!!!!!!!!! Email me, and I'll try to shed more light on this. Parabolas are where my genius comes out :)
943665
this is impossible to answer, there are many shapes that could be made this way.  do you have any other information like right angles or angles at corners?
724479
circles on the same axis. concentric.
267076
"Cartesian coordinates come from his last name, Descarte."\n\nActually, you are only half right. The Cartesian plane comes from Descarte's Latin name, Cartesius, which is what he used when publishing his proofs. \n\nOnto the question at hand, I'm not even sure what you are asking. What did Rene Descartes use the first letters of? Grammatical abnormalities notwithstanding, this question is very vague. What exactly do you mean?
548747
(x,y) (-x,y)is a refelction over y axis. I think...
1069671
yep...scalars multiply vectors component by component just like you have shown.  you can also show it by plotting out the original vectors, scaling them appropriately, adding them, and finding the resukltant components.
335880
i'm sorry. i'm taking O-chem but we didn't talk about cartesian vectors in our class. it's mostly nomenclature and synthesis.
483398
r u 4 r3al ?!! \n\nwhat mapping ? what equasion?  deckard maybe ? \n\nmore info please.
100955
Cube, pyramid, sphere, cone, cylinder.  There are others.
502159
?\n\n(x-coordinate, y-coordinate)\n(0,0)\n(1,3)\n(2,6)\n(3,9)\n\nCos y-coordinate is 3 times of x-coordinate?
902885
Trigonal planar.\n\n120 degrees.
1176396
sin=opposite/hypotenuse\ncos=adjacent/hypotenuse\ntan=opposite/adjacent
771697
Try Google or Yahoo.  You'll find worked examples there.  I think it needs diagrams to understand; they and the accompanying explanations are too complex to attempt to reproduce here.
1112455
You might be thinking of a Reuleaux (or Rouleaux) triangle, but it has rounded sides, not rounded corners.