VMLC

Vector Functions: MATH 171 Problems 1 & 2

Proving a certain parameterization gives the unit circle and showing vector equations of lines are parallel

ParallelParameterizationParametric EquationsRational FunctionUnit CircleVectorVector Function

Defining radians for angle measure using the corresponding arc length on a unit circle

AngleDegreesRadiansTrigonometry Series

Discussing the degree and radian measure of special angles on the unit circle

AngleDegreesRadiansTrigonometry SeriesUnit Circle

The coordinates for the quadrantal angles on the unit circle

AngleDegreesRadiansTrigonometry SeriesUnit Circle

Finding the coordinates on the unit circle for the common angles in the first quadrant

AngleDegreesRadiansSpecial Right TriangleTrigonometry SeriesUnit Circle

Finding the coordinates on the unit circle for all the common angles

DegreesRadiansReference AngleSpecial Right TriangleTrigonometry SeriesUnit Circle

Finding the values of trig functions with the unit circle

CosineSineTrigonometryTrigonometry SeriesUnit Circle

Finding the exact value of tangent for several given angles using the unit circle

TangentTrigonometryTrigonometry SeriesUnit Circle

Finding the exact value of secant, cosecant, and cotangent using the unit circle

CosecantCotangentSecantTrigonometryTrigonometry SeriesUnit Circle