Which set of polar coordinates describes the same location as the rectangular coordinates (1, -1)? Please explain. Thank you!
HI!!
do you know where the point lies?
Hey, let me see im this is a new concept for me today.
not the polar form, just where the point \((1,-1)\) lies in the plane like on graph paper
yeah I know where (1, -1) lies on graph paper
ok that should give you a good indication of what angle will get you there that is the second number the first number is the distance between \((0,0)\) and \((1,-1)\) for which you use pythagoras or the distance formula or just \[\sqrt{a^2+b^2}\]
so forget options c and d, that distance is pretty clearly \(\sqrt2\)
wolfram is not helping your cause here all you need is the angle
oh no I just put that to show that I know where (1, -1) is lol
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i believed you
@misty1212 how do I find the angle?
look with your eyeballs dear
45 degrees?
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no not 45 degrees you have to go around the other way
you could use \(-45^\circ\) but that is not one of your options
so what do I do then?
i bet you can figure it out hint, how many degrees in a circle?
did you get it yet?
360
yeah so do \(360-45\) to get your answer
Oh B.
Thank you!
\[\color\magenta\heartsuit\]
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