
Honors PreCalculus B  Learning Targets
Chapter 7  Trigonometric Identities and Equations
 I can simplify trigonometric expressions using reciprocal, quotient, and Pythagorean identities. (Section 1)
 I can find a trigonometric value given information about another trig function and/or the quadrant. (Sections 12)
 I can use algebraic manipulation and established trigonometric identities to verify other trigonometric identities. (Sections 24)
 I can use the sum or difference, double angle, and half angle identities to find an exact value. (Sections 34)
 I can use trigonometric identities to solve trigonometric equations. (Section 5)
 I can express my solutions in the correct form (radians, degrees, principal values, and all real's). (Section 5)  embedded
 I can write a linear equation in normal form and vice versa. (Section 6) – covered with chapter 9
Chapter 8 – Vectors
 I can write and graph a vector expressed in both rectangular and polar forms. (Section 1)
 I can add, subtract, and use scalar multiplication to find the magnitude of a vector. (Sections 13)
 I can find the angle between two vectors and the magnitude of a resultant given two vectors in either rectangular or polar form. (Section 5)
 I can find the inner (dot) product of two vectors and I understand that this result is a number which can be used to determine the perpendicularity of the two vectors. (Section 4)
 I can find the cross product of two vectors and I understand that this vector is perpendicular to both of the original two vectors. (Section 4)
 I can use vectors to model and solve real world problems. (Section 5)
Chapter 9 – Polar Coordinates and Complex Numbers
 I can plot ordered pairs given in polar coordinates. (Sections 1)
 I can graph polar equations. (Sections 12)
 I can determine the distance between two points in polar form. (Section 1)
 I can convert between polar and rectangular coordinates. (Section 3)
 I can write and graph lines in polar form. (Section 4)
 I can add, subtract, multiply, and divide complex number in polar form. (Section 5)
 I can convert complex numbers between polar and rectangular forms. (Section 6)
 I can graph complex numbers in the complex plane. (Section 6)  embedded
 I can find the products and quotients of complex numbers in polar form. (Section 7)
Chapter 11 – Exponential and Logarithmic Functions
 I can solve exponential equations. (Section 1)
 I can use the properties of exponents to simplify and evaluate expressions. (Sections 12)
 I can graph an exponential function or inequality. (Section 2)
 I can write an equation that models exponential growth or decay and use it to make predictions. (Sections 23)
 I can simplify and evaluate logarithmic expressions and solve logarithmic equations using the properties of logarithms. (Section 4)
 I can graph logarithmic functions and inequalities. (Section 4)
 I can solve logarithmic equations using common or natural logs. (Sections 56)
 I can model real world situations using exponential and logarithmic functions. (Sections 57)