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Guided Notes – 8/22/17 or 8/23/17 Objectives : I can evaluate secant and cosecant for all radian measures. I can evaluate all six trig functions given any angle in the coordinate plane. Concept Development o Start by defining sine and cosine. o How could we calculate sec ( 7 π 4 ) given that secant and cosine are reciprocals of each other? o Using complete sentences, summarize how we can calculate secant and cosecant of any radian measurement. Concept Application o Calculate each of the following using the unit circle. csc ( 7 π 6 ) =¿ csc ( 3 π 4 ) =¿ sec ( 2 π 3 ) =¿¿ csc ( 3 π 2 ) =¿

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Page 1: mcgavockprecalculus.files.wordpress.com  · Web view08/08/2017  · Guided Notes – 8/22/17 or 8/23/17 Objectives: I can . evaluate secant and cosecant for all radian measures

Guided Notes – 8/22/17 or 8/23/17

Objectives: I can evaluate secant and cosecant for all radian measures.

I can evaluate all six trig functions given any angle in the coordinate plane.

Concept Development

o Start by defining sine and cosine.

o How could we calculate sec (7 π4 ) given that secant and cosine are reciprocals of each other?

o Using complete sentences, summarize how we can calculate secant and cosecant of any radian measurement.

Concept Application

o Calculate each of the following using the unit circle.

csc( 7 π6 )=¿ ▪ csc( 3 π4 )=¿

sec (−2π3 )=¿¿ ▪ csc(−3 π2 )=¿

sec (π2 )=¿ ▪ sec (11 π6 )

Page 2: mcgavockprecalculus.files.wordpress.com  · Web view08/08/2017  · Guided Notes – 8/22/17 or 8/23/17 Objectives: I can . evaluate secant and cosecant for all radian measures

Concept Development

o What if we were given any angle and a terminal point in the coordinate plane, is there a way to calculate all six

trig functions of that angle?

o Find the six trig functions for the following angle measurement of θ.

1)

2)

3)

Page 3: mcgavockprecalculus.files.wordpress.com  · Web view08/08/2017  · Guided Notes – 8/22/17 or 8/23/17 Objectives: I can . evaluate secant and cosecant for all radian measures