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Understand the Fundamental Theorem of Calculus graphically
Evaluate reciprocal trigonometric functions using right triangles for sine, cosine, or tangent
Explain the three conditions for continuity at a point
Create a new function by composition of functions
Find the parametric equations for a line segment given an orientation
Eliminate the parameter in linear equations
Evaluate definite integrals involving trigonometric functions
Write complex numbers in polar form
Parameterize a curve
Eliminate the parameter in exponential and logarithmic equations
Find powers of complex numbers in polar form
Find the quotient of complex numbers in polar form
Use parametric equations in applications
Identify key components of a parabola with its vertex not at the origin
Identify key components of a parabola from an equation
Use substitution to find an indefinite integral with trigonometric functions
Convert a complex number from polar to rectangular form
Write the equation in standard form of an ellipse not centered at the origin
Evaluate definite integrals involving algebraic functions using the Fundamental Theorem of Calculus
10.4 - Polar Graphs
Identify the type of conic from its polar equation
Find the product of complex numbers in polar form
Eliminate the parameter in trigonometric parametric equations
Eliminate the parameter in polynomial and radical equations
Graph parametric equations and trigonometric parametric equations by plotting points
Graph an ellipse where the equation is not given in standard form
Find the equation of an exponential function in a word problem context
Use parabolas in applications
Plot complex numbers
Graph a parabola from an equation given in general form
Write the equation of a parabola with its vertex not at the origin in standard form
Evaluate the limit of a function with complex fractions or rational functions that contain radicals
Use substitution to evaluate a definite integral with natural logs
Evaluate composite functions given explicit functions
Write the equation of a hyperbola not centered at the origin
Find the polar equation of a conic given its focus, eccentricity, and directrix
Find the location of a point after a rotation of axes
Graph a parabola with its vertex not at the origin
Use reference angles to evaluate sine and cosine functions
Understand the unit circle and convert angle measures between degrees and radians