You might work in a state or country where there are Precalculus standards that you have to cover, you might work in a state where the standards only cover up to Algebra 2, or you might work in a private school where you have more autonomy about what to teach in Precalculus.
If you are one of the latter two cases, then you might be interested in the Precalculus pacing guide below.
Before we get to pacing, you should know that classes at my school meet for 65 minutes and we are on a 7period rotating schedule. Sometimes a class meets 3 times a week, sometimes 4; it depends on the week.
You might also be interested in what I teach in Algebra 2 or what I teach in my nonAP Calculus class.
Pacing Guides
I am including a pacing guide for both onlevel Precalculus and Honors Precalculus.
The links will take you to resources that I have available in my TeachersPayTeachers store. You can get all of my current and future Precalculus products here: bit.ly/precalculusbundle.
If you want a FREE Google Sheets version of these pacing guides, scroll down to the bottom of this page.
onlevel Precalculus
Below is my pacing guide for onlevel Precalculus. Scroll down to see the pacing guide for Honors Precalculus.
The textbook we use is Larson's Precalculus with Limits: A Graphing Approach, 7th edition.
session  section  ON LEVEL PRECALCULUS 
1  1.1 to 1.3  Lines, Functions, Graphs day 1 
2  1.1 to 1.3  Lines, Functions, Graphs day 2 
3  1.4  Shifting, Reflecting, Stretching 
4  review  review ch1 functions 
5  quiz  quiz ch1 functions 
6  1.5  Combinations of Functions 
7  1.6  Inverse Functions Worksheet or this Inverse Functions Circuit 
8  1.7  Linear Models and Scatterplots 
9  review  review ch1 functions 
10  test  test ch1 functions 
11  2.1  Quadratic Functions 
12  2.2  Polynomial Functions of Higher Degree (leading coefficient test, intermediate value theorem) 
13  2.3  Real Zeros of Polynomial Functions (Remainder and Factor Theorem, Rational Zero Test) 
14  2.4  Complex Numbers 
15  review  review ch2 quadratic and polynomial functions 
16  quiz  quiz ch2 quadratic and polynomial functions 
17  2.5  Fundamental Theorem of Algebra or Find All Zeros Circuit 
18  2.6  Rational Functions and Asymptotes 
19  2.7  Graphs of Rational Functions 
20  review  review ch2 polynomial and rational functions 
21  review  review ch2 polynomial and rational functions again 
22  test  test ch2 polynomial and rational functions 
23  3.1  Exponential Functions and Their Graphs 
24  3.2  Logarithmic Functions and Their Graphs, extra practice 
25  3.3  Properties of Logarithms or Properties of Logs Level 1 
26  review  review ch3 exponential and log functions 
27  quiz  quiz ch3 exponential and log functions 
28  3.4  Solving Exponential and Logarithmic Equations or Log Equations Level 1 
29  3.5  Exponential and Logarithmic Models 
30  review  review ch3 exponential and log functions and equations 
31  test  test ch3 exponential and log functions and equations 
32  8.1  Sequences and Series 
33  8.2  Arithmetic Sequences and Partial Sums 
34  8.3  Geometric Sequences and Series 
35  review  review ch8 sequences and series 
36  quiz  quiz ch8 sequences and series 
37  8.5  Counting Principles 
38  8.6  Probability 
39  8.4  Binomial Theorem 
40  review  review ch8 sequences, series, probability 
41  test  test ch8 sequences, series, probability 
42  review  review for exam 
43  review  review for exam 
  
  
  SEMESTER 2 
1  4.3  Right Triangle Trig 
2  4.1  Degree and Radian Measure (do not cover linear and angular speed) 
3  4.2  Trig Functions: The Unit Circle 
4  4.4  Trig Functions of Any Angle 
5  review  Unit circle quiz and review for ch 4 quiz 
6  review  review ch4 trigonometric functions 
7  quiz  quiz ch4 trigonometric functions 
8  4.5  Graphing Sine and Cosine 
9  practice  practice graphing sine and cosine 
10  4.6  Graphing Secant and Cosecant 
11  4.6  Graphing Tangent and Cotangent 
12  practice  graphing practice 
13  4.7  Inverse Trig Functions 
14  review  review ch4 trig functions and graphs of trig functions 
15  test  test ch4 trig functions and graphs of trig functions 
16  5.1  Using Fundamental Identities 
17  5.2  Verifying Identities 
18  5.3  Solving Trig Equations 
19  review  review ch5 verifying identities and solving trig equations 
20  quiz  quiz ch5 verifying identities and solving trig equations 
21  5.4  Sum and Difference Identities 
22  5.5  Double Angle Identities (no halfangle) 
23  review  review trig identities and equations 
24  test  test trig identities and equations 
25  6.1  Law of Sines 
26  6.1  Law of Sines Ambiguous Case 
27  6.2  Law of Cosines 
28  review  review ch6 Laws of Sine and Cosine 
29  quiz  quiz ch6 Laws of Sine and Cosine 
30  6.3  Vectors in the Plane 
31  6.4  Vectors and Dot Products 
32  review  review ch6 Laws of Sine and Cosine and vectors 
33  test  test ch6 Laws of Sine and Cosine and vectors 
34  9.1  Circles 
35  9.1  Parabolas 
36  9.2  Ellipses 
37  9.3  Hyperbolas (do not cover eccentricity) 
38  review  review ch9 conic sections 
39  test  test ch9 conic sections 
40  Project  students work with a partner to make a review activity for a previous unit 
41  Project  project 
42  Project  project 
43  review  review for exam 
44  review  review for exam 
  *if time, do a 5 day unit on Limits (3 days of instruction, 1 day of review, 1 day for a quiz)

Honors Precalculus
Below is my pacing guide for Honors Precalculus.
The textbook we use is Larson's Precalculus with Limits: A Graphing Approach, 7th edition.
The links will take you to resources that I have available in my TeachersPayTeachers store. You can buy all of my current and future Precalculus products here: bit.ly/precalculusbundle.
If you want a FREE Google Sheets version of these pacing guides, scroll down to the bottom of this page.
session  section  Honors Precalculus version 2 
1  supplement  absolute value inequalities, quadratic inequalities, rational inequalities 
2  1.3  Graphs of Functions (vertical line test, relative extrema, even, odd) 
3  1.4  Shifting, Reflecting, Stretching 
4  1.4  transformations practice 
5  1.6  Inverse Functions Worksheet or this Inverse Functions Circuit 
6  review  review ch1 functions 
7  quiz  quiz ch1 functions 
8  2.2  Polynomial Functions of Higher Degree (leading coefficient test, intermediate value theorem) 
9  2.2  Polynomial Functions of Higher Degree continued 
10  2.3  Real Zeros of Polynomial Functions (Remainder and Factor Theorem, Rational Zero Test) 
11  2.5  Fundamental Theorem of Algebra, or Find All Zeros Circuit 
1 2  review  review ch2 quadratic and polynomial functions 
13  quiz  quiz ch2 quadratic and polynomial functions 
14  2.6  Rational Functions and Asymptotes 
15  2.7  Graphs of Rational Functions 
16  practice  Graphs of Rational Functions practice 
17  supplement  Variation (direct, inverse, joint) 
18  review  review ch2 polynomial/rational functions, variation 
19  test  test ch2 polynomial/rational functions, variation 
20  3.1  Exponential Functions and Their Graphs 
21  3.2  Logarithmic Functions and Their Graphs 
22  practice  practice Exponential and Log Functions 
23  3.3  Properties of Logarithms 
24  review  review ch3 exponential and log functions 
25  quiz  quiz ch3 exponential and log functions 
26  3.4  Solving Exponential and Logarithmic Equations 
27  3.4  Solving Exponential and Logarithmic Equations again 
28  3.5  Exponential and Logarithmic Models 
29  review  review ch3 exponential and log functions and equations 
30  test  test ch3 exponential and log functions and equations 
31  8.1  Sequences and Series 
32  8.2  Arithmetic Sequences and Partial Sums 
33  8.3  Geometric Sequences and Series 
34  8.4  Binomial Theorem 
35  review  review ch8 sequences, series, binomial theorem 
36  quiz  quiz ch8 sequences, series, binomial theorem 
37  8.5  Counting Principles 
38  8.6  Probability 
39  practice  practice probability 
40  review  review ch8 sequences, series, binomial theorem, probability 
41  test  test ch8 sequences, series, binomial, theorem, probability 
42  4.3  Right Triangle Trig 
43  4.1  Degree and Radian Measure: unit circle (paper plate activity) 
44  4.1  Degree and Radian Measure: linear and angular speed 
45  4.2  Trig Functions: The Unit Circle 
46  4.4  Trig Functions of Any Angle 
47  review  review ch4 trigonometric functions 
48  quiz  quiz ch4 trigonometric functions 
49  review  review for exam 
50  review  review for exam 
  
  
  Semester 2 
1  4.5  Graphing Sine and Cosine 
2  practice  practice graphing sine and cosine 
3  supplement  Modeling with sine/cosine graphs: Trig Graphs Project 
4  4.6  Graphs of Other Trig Functions or Graphs of Tangent and Cotangent Circuit 
5  4.7  Inverse Trig Functions 
6  4.8  Applications and Models 
7  review  review ch4 trig functions and graphs of trig functions 
8  test  test ch4 trig functions and graphs of trig functions 
9  5.1  Using Fundamental Identities 
10  5.2  Verifying Identities 
11  5.3  Solving Trig Equations 
12  review  review ch5 verifying identities and solving trig equations 
13  quiz  quiz ch5 verifying identities and solving trig equations 
14  5.4  Sum and Difference Identities 
15  5.5  Double Angle Identities (no halfangle) 
16  review  review ch5 trig identities and equations 
17  test  test ch5 trig identities and equations 
18  6.1  Law of Sines 
19  6.2  Law of Cosines 
20  6.3  Vectors in the Plane 
21  6.3  6.3 again: Direction Angles 
22  6.4  Vectors and Dot Products 
23  review  review ch6 Laws of Sine and Cosine and vectors 
24  test  test ch6 Laws of Sine and Cosine and vectors 
25  9.1  Circles & Parabolas 
26  9.2  Ellipses 
27  9.3  Hyperbolas (includes eccentricity) 
28  practice  practice Conics 
29  review  review ch9 conic sections 
30  quiz  quiz ch9 conic sections 
31  9.4  Parametric Equations 
32  9.5  Polar Coordinates (and Equations) 
33  9.6  Polar Graphs 
34  practice  practice Polar 
35  review  review ch9 Conics and Polar 
36  test  test ch9 Conics and Polar 
37  11.1  Introduction to Limits 
38  11.2  Techniques for Evaluating Limits 
39  11.4  Limits at Infinity 
40  11.3  The Tangent Line Problem 
41  supplement  Lesson 5: Power Rule 
42  supplement  Lesson 6: Product and Quotient Rules 
43  review  review ch11 limits and derivatives 
44  quiz  quiz ch 11 limits and derivatives 
45  review  review for exam 
46  review  review for exam 
Other topics that are often taught in Precalculus: