Karteikarten
precalc project
Karten in diesem Stapel (15)
- 1Convert 175 degrees into Radians
- 2Find the cosine of
- 3solve for the arc length16.76
- 4Draw a -180 degree angle
- 5Determine the quadrant for sin0<0 sec0>0Quadrant 2
- 6Graph y=4sin(x) -6
- 7Graph y=2cos(2x)-2
- 8Solve: (Tan x Cot x)/(Csc x)=Sin x(Tan x Cot x)/(Csc x)=Sin x
((1/Cot x) Cot x)/(Csc x)=Sin x
1/Csc x = Sin x
Sin x =Sin x - 9Solve: Tan x = 2 Sin xTan x = 2 Sin x
(Sin x/Cos x)= 2 Sin x
(Sin x/ Sin x)=(2 Sin x Cos x)/(Sin x)
1/2= 2 Cos x/ 2
1/2= cos x
x= 60, 300 - 10Graph y= 1/2 Cos (2x)+1
- 11Use law of Cosines to solve for B60.61
- 12Solve for c7.78
- 13Write the Component for this Vector<4,2>
- 14write the component for this Vector<1,-5>
- 15Draw the vector for the component form of <6,-5>
Informationen
- Beschreibung
- Karteikarten am precalc project, erstellt von JACOB BRUSVEN am 26/02/2020.
- Erstellt von
- JACOB BRUSVEN
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- 2
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