My student completed Saxon Algebra 1, 3rd Edition. Is he ready for Shormann Algebra 2?

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TEST AVERAGE OF 80+ on the last 5 tests with a 1 HOUR TIME LIMIT
These students are ready for Shormann Algebra 2 with Integrated Geometry. There is a small gap between Saxon Algebra 1 and Shormann Algebra 2. However, these concepts can be learned in the review section (first 25 lessons). Since some of these review lessons may not be a review to your student. Use the self-paced timed method described in the Teacher Guide (pages 4-7) to ensure the student has the additional time required to learn these concepts without becoming overwhelmed or frustrated. If you are unsure, take Saxon Placement Test for Algebra 2. Students who pass this test are ready for Shormann Algebra 2.

TEST AVERAGE LESS THAN 80, Student Struggled or Did Not Finish Saxon Algebra 1, 3rd Edition
Learning Algebra 2 requires fluency in Algebra 1 skills. If your student struggled in Saxon Algebra 1, there are two options:

  1. Repeat the Problem Sets and Tests for the last 20 lessons of Saxon Algebra 1. If an 80% or higher is earned on the last test, the student is ready for Shormann Algebra 2 with Integrated Geometry.
  2. Take Shormann Algebra 1 with Integrated Geometry. While there will be some review of Saxon Algebra 1, Shormann has many geometry concepts, technology applications, and 21st Century word problems not found in Saxon. Any review of previously learned concepts will develop fluency (speed and accuracy) in the essential skills required to learn Algebra 2 and better prepare for the PSAT, SAT, and ACT, as well as the CLEP College Algebra exam (3 college credits). If you think your student may be ready for Algebra 2, take this placement test. Students who pass this test are ready for Shormann Algebra 2.

If I repeat Algebra 1 with Shormann Math, can I skip some of the lessons?
Shormann Algebra 1 includes all the concepts required to earn 1/2 credit of geometry, technology applications, computer math, basic calculus, non-standard solution concepts, and over 100 practice problems from the PSAT, SAT, and ACT. To ensure students develop mastery and fluency, Dr. Shormann recommends starting with lesson 1 and completing all the lessons.

Since Saxon is missing some of the concepts taught in Shormann Algebra 1, will Shormann Algebra 2 be too hard?
Since some of the review lessons in Shormann Algebra 2 will not be a review for Saxon Algebra 1 students, it may take a little longer to complete these lessons. To avoid frustrating or overwhelming the student, I recommend the Timed Method. Instead of requiring the student to complete one lesson per day, students should work on math 4-5 days per week for no more than 1 - 1.5 hours. At the end of this time, regardless of how much of the lesson is completed, stop. Then, have them pickup where they left off the next day. Eventually, as the extra time is given, master and fluency are developed and learning math becomes faster and easier!

If a lesson per day is not required, how will we finish on time?
This is a common concern. However, there are several points to keep in mind. First, while a standard school year is 36 weeks, Shormann Math is setup on a 30 week schedule. This provides an additional six weeks to slow down when extra time is needed to grasp a concept. Second, because Shormann Algebra 2 awards 1.5- 2 math credits (1 credit of Algebra 2 and 1 credit of Geometry) it can be spread out over 3 semesters. Third, upon completion of Shormann Algebra 2, the CLEP College Algebra exam can be taken. A passing score of 50 on this exam not only awards up to 3 college credits, 1 high school math credit is also earned. Therefore, even if it takes four semesters to complete the course (which is rare), four semesters of credit can be earned.

I'm concerned my student will not focus or work diligently if the Timed Method is used.
In our experience, the Timed Method has the opposite effect. When the student knows that, regardless of how many times he has to stop and rewind the lecture, or go back and re-watch a lecture from a previous lesson, math will never take longer than an hour and a half. Pretty soon the attitude changes from avoiding math and thinking "this is going to take forever!" and they are free to focus on learning and understanding math. If you think this will be an excuse for slothfulness, pray with and for your child. Be patient and give it time. You can also give incentives for staying focused or not taking breaks. Over the past 5 years, we have seen the Timed Method have a profound effect, especially for those who struggle with or don't enjoy math.

Do you have a syllabus for using Shormann Algebra 2 as a three or four semester course?
Regardless of whether you use it as a two, three or four semester course, it is usually best to use the Timed Method. We do not recommend assigning 1/2 lesson per day or a certain number of problems per day as this limits the student's ability to improve. With the timed method, as fluency develops, the student will complete more and more of a lesson. There will be occasional setbacks, but overall there is an improvement in speed and accuracy. In general, a strong math student will complete the course in about 30 weeks and an average math student will complete it in about 36 weeks.

What do you mean by fluency?
Fluency is defined as speed and accuracy. While most people think of math in terms of accuracy, speed is equally important. Why? Because math is a language. It is the language of science. Like reading fluently is required to understand what you are reading, a certain level of fluency is required to understand and use math as the tool God gave us to explore, discover, and understand Him and the world He created. Developing fluency requires daily practice over a long period of time. Shormann Math is designed to develop fluency efficiently. Learn How

High School Math Credits
Completion of Saxon Algebra 1 and Shormann Algebra 2 earns 1 full credit of Geometry, 1 credit of Algebra 1, and 1 credit of Algebra 2.

Teacher’s Guide for Shormann Algebra 2

Frequently Asked Questions: Shormann Math