Help! Will give you a medal and become a fan (:
On a separate piece of paper, sketch a unit circle with angle θ in standard position. Use the circle to answer the following questions: For what values of θ is the sine increasing? Decreasing? For what values of θ is the cosine increasing? Decreasing? For which angle between 0° and 360° is sine equal to 0? Where is cosine equal to 0?
do you have a scientific calculator?
Yeah, but I have no clue how to work it, it is a TI-84 plus
so you have to figure out what angle its at when it starts to increase... make your formula first
Well the angle is going to start at 0 because it is the sine of o. So that must mean that it is going to start increasing as the sine starts going up.
yes. so your formula would be what?
well i am confused with the formula, i know it would have to have the sine in it.
well if it starts at zero, its going to be sine=0x+x
So everytime you go by up by one or some number you plug it in for x?
right
So the equation is sin=0x+x or sin = 0x+ y?
yes so how would you make it when sine is decreasing?
you would change the + to a -
yup
do you think you can finish it?
Yes, but is it the same thing for cosine?
i dont think so i dont know cosine very well.
Ok, i will give it a try! Thanks though for all the help!
sure thing
are you going to have to do more of these kinds of problems?
Umm yeah, but I am not sure what thequestions are
Here is the next question Explain how to use the measures of a right triangle to calculate the exact value of sin 30°? How can this information be used to determine the exact value of sin 60°?
ok well heres some tips : the equation for unit circle is x^2y^2 sin(t)=y cos(t)=x tan(t)=y/x, x is not 0 csc(t)=1/y, y is not 0 sec(t)=1/x, x is not 0 cot(t)=x/y, y is not 0
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