AP Pre-Cal: 4.1 - 4.3 Notes BR

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Pre-Calculus

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20 Terms

1
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any three numbers that satisfy the pythagorean theorem

pythagorean triples

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the ratio of the length of the sides from the corresponding

trig function

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the measure of an angle where vertex is the center of the circle and intercepts an arc equal in length to the radius of the circle

radian measure

4
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smallest possible angle that can be drawn from the terminal side and the x-axis

reference angle

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quadrantal angles

if the terminal side of an angle falls on the x-axis or the y-axis, then that angle is called _____________. ________________

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coterminal angles

angles that have the same initial and terminal sides are called ______________ ______________. Notice that these differ by 360

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positive angles; clockwise rotations

_______________ ____________ are generated by counterclockwise rotation and negative angles are generated by ________________ ____________

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degrees; radians

angles may be measured in either ______________ or ______________

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positive; standard position

when the vertex of the angle is fixed at the origin of the coordinate plane with the initial side sitting on the _______________ x-axis, the angle is said to be in _______________ ______________

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vertex

the endpoints of the ray is called the. _________________ of the angle

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three; sides; measurement

the word trigonometry is derived from the Greek words “tri” which means ______________ “gonya” which means ______________, and “metron” which means _____________

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geometry

trigonometry is a branch of _______________

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initial; terminal

the starting position of the ray is the __________ side of the angle, and after rotatiion is the ____________ side

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the rotation of an initial ray to a terminal ray about its endpoints

angle

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Hipparchus; Father of Trig

____________ - 160 BC - known as _______________

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triangle measurement

trignonometry literally means _________________

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1,1,sqrt2 - 3,4,5 - 5,12,13 - 7,24,25 - 8,15,17 - 9,40,41

common triples

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x, x, x sqrt3 - sin 60=sqrt/3 - cos 60=1/2 - tan 60=sqrt3

30 - 60 -90 triangle; give triangke measures then the 60 degree answers

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x, 2x, xsqrt3 - sin 30=1/2 - cos 30=sqrt3/2 - tan 30=sqrt3/3

30 60 90 triangles - give triangle measures then give sin.tan.cos measures

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