Evaluate to four decimal places Please explain how you found your answer cot183
find tan(183) which is 3rd quadrant, positive and has the same value as tan(3) (3rd quadrant angles are 180 + x) when you know tan (3) take the reciprocal to find cot (183) which is the same as cot(3) hope this makes sense.
what reciprocal?
and what is tan 3? and what does this all mean??? i'm so confused
turn it up side down so if you have 2/3 the reciprocal is 3/2 you calculator may have a key \[x^{-1} \] when you get the answer for tan(3) press the button of find \[\frac{1}{\tan(3)}\]
but why tan3? Where do you get that?
its a 3rd quadrant angle and tan is positive, so cot is positive. the angle is the same as (180 + x) in this question x = 3 so you are really finding cot(3) = 1/tan(3)
is there another method of doing that? like how do you put it in your calculator?
ok... so have you learnt about angles in any quadrant |dw:1359953927509:dw|
yep the easy way to do it is to graph cot(x) then look at the value where x = 183
...how do you graph that on a ti-84 ?? please help
ok... so do you have a y = key under the screen on the left...?
yes
ok... press it
alright
so the cursor is next to the 1st equals sign..? type 1/tan(x) press the tan key and in the brackets just press x I think you have an (x, r Theta) button.
got it
once you have entered it press enter... you maky have to press the window key to change the graph..
set the x values to min180, max 270 scale 50
when you have the graph... press the trace key, at the top under the screen and enter 183... it will show a value.
good luck
sweet I got it! THank you very much :)!
do you always set your x values to min180, max 270 scale 50?
the angle you were looking at was 183 which is between 180 and 270 set the x value to either side of your desired value... graphing in units of 90 degrees give you the opportunity to see a graph...
you can adjust the scale to something smaller... if you wish
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