You don't have to answer all of these, help with any of these problems would be a huge help considering these are problems directly from my test. I'm so confused. Thanks in advance!
1) y= -2sin(pi x)+1
2) y= -3csc(2x+pi/4)
3) y= |-2|cos(x+pi/2)
** On problems 1-3 I already know the period, amplitude, and translation. I just need the 5 key points (max, min, int, ect). in radians not decimals. When I know let's say the maximum on the graph I don't know how to get it into radians. If you need the period/amp/or translations of any just ask
4) y=0-tan4x
*Graph 2 periods and find the new asymptotes. I know that can't be done on here but I need help with finding the asymptotes
5) arc cos(-1/2)
*find radians, quad., reference angle, and answer
6) arc cos (.4)
*Evaluate
7) [arc sin 4/5)
*Find exact value
8) tan(arc sinx)
*write in an algebraic expression
9) If a plane is climbing at 37,000 ft and maintains a speed of 700 mph heading 43 degrees south east for far south will the plane be after 4 hours?
If you give me accurate answers to all of these I'll pay you money. No joke. I need to pass this class..
1) y= -2sin(pi x)+1
2) y= -3csc(2x+pi/4)
3) y= |-2|cos(x+pi/2)
** On problems 1-3 I already know the period, amplitude, and translation. I just need the 5 key points (max, min, int, ect). in radians not decimals. When I know let's say the maximum on the graph I don't know how to get it into radians. If you need the period/amp/or translations of any just ask
4) y=0-tan4x
*Graph 2 periods and find the new asymptotes. I know that can't be done on here but I need help with finding the asymptotes
5) arc cos(-1/2)
*find radians, quad., reference angle, and answer
6) arc cos (.4)
*Evaluate
7) [arc sin 4/5)
*Find exact value
8) tan(arc sinx)
*write in an algebraic expression
9) If a plane is climbing at 37,000 ft and maintains a speed of 700 mph heading 43 degrees south east for far south will the plane be after 4 hours?
If you give me accurate answers to all of these I'll pay you money. No joke. I need to pass this class..