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SAT Score Improvement Guarantee

Bullseye Prep’s SAT On Demand Video Course offers more than 15 hours of videos covering 145 strategies in the Reading, Writing and Language, and Math sections. The course guarantees a score improvement on the SAT, see the details.

This course is the result of a year-long study by Bullseye Prep founder Ben Smith. Ben spent a year analyzing every released SAT test by categorizing every question. He then used this database to determine which questions and content types appear most often on the SAT.

The course also includes five real SAT practice tests, giving students more than 1,000 practice problems. This course is a must-have for any student who wants to improve his or her SAT score.

Ben Smith is one of the world’s foremost experts on standardized testing. In the past 12 years, Ben has spent more than 10,000 hours teaching the SAT and ACT to more than 5,000 students. He has a perfect score on the ACT and a 99th percentile score on the SAT. Having been in senior management at various companies in the test prep industry, Ben started Bullseye Prep in January 2021 after spending a full year developing a curriculum for the SAT and ACT.

Ben’s students often have score increases that change the trajectory of their college careers. His students have score increases of up to 10 points on the ACT and 500 points on the SAT.

Every Bullseye Prep course and tutoring package comes with access to our full video curriculum. We have videos that explain every strategy for the SAT and the ACT. Also, the video curriculum includes a full explanation of how to solve every problem that is assigned in every course. Most other test prep companies will charge hundreds of extra dollars for access to their video curriculum, but at Bullseye Prep, it’s included in every course.

There are more than 15 hours of videos included. They cover every possible question type that could appear on the SAT, a total of 145 strategies for the Reading, Writing and Language, and Math sections of the SAT.

You will be able to get started immediately. As soon as you sign up, you will have access to the full video curriculum.

The course starts with a diagnostic SAT test that pinpoints a student’s weaknesses on the SAT. From there, students can either choose to study the entire course, or to focus only on their weaknesses.

As students watch the videos, they will follow along with hundreds of practice problems. Also, five real SAT tests are included. Bullseye Prep recommends that students take one practice test a week, although students can go at their own pace.

The course is designed to be finished in four to six weeks.

The standard path is for students to take an ACT or SAT course the summer after their 10th grade year of high school. The reasoning is that most college bound students have finished Algebra II and Geometry by this time, and so they are ready, in terms of math knowledge. Of course, each student’s case is unique, and so there is no reason to stick to the standard plan as a hard and fast rule. The important thing is that a student has completed Algebra II first.

There is very little difference between the SAT and ACT. While many people think the bigger difference is that the ACT has an extra section - Science - the bigger difference is timing. The pace of the ACT is much quicker than the pace of the SAT. However, something like 95 percent of students will score in nearly the same percentile on both tests. A student who scores a 27 on the ACT, the 85th percentile, will most likely get about a 1300 on the SAT, also the 85th percentile. Colleges will look at the score as equivalent. However, some states give awards to students based on their scores on one test or the other. For instance, the ACT is highly favored in Nevada, and students can earn scholarships for doing well on it.

We guarantee that your student's SAT score will improve.

Bullseye Prep founder Ben Smith spent one year analyzing the SAT and found the 145 most common types of problems.

Ben Smith used these strategies to score a 1570 on the SAT.

These strategies work so well, we guarantee it, literally. If you do all the work, we guarantee your score will increase. See the details.

SAT Writing Strategies | SAT Math Strategies | SAT Reading Strategies | |
---|---|---|---|

Don't Go By What Sounds Right | Backsolving | Don’t Assume | |

Read Paragraph by Paragraph | Picking Numbers | Review Method | |

Approaching Prompt Questions | Write Out Every Step | Bubble by Passage | |

Approaching Non-Prompt Questions | Timing | Nail the Timing | |

SAT Writing Review Strategy | Draw Shapes | Skim the Passage | |

Parts of Speech | Annotate Figures | Map the Passage | |

SAT Writing Bubbling | List Things Out | Annotate the Passage | |

Identify Clauses | Circle What You are Solving For | Stay Focused | |

Eliminate Extras | Translating | Hide the Answers | |

Test Nonessential Appositives | Start with Step One | Highlight Keywords | |

Colon | Pre-Algebra: Factors and Multiples | Find the Evidence | |

Commas with Modifiers | Pre-Algebra: Ratios, Proportions, Percents | Which of the Following | |

Commas with Items in a List | Pre-Algebra: Data Representation | Most Nearly Means | |

Commas with Connecting Clauses | Pre-Algebra: Mean, Median, Mode | Specific Questions First | |

Commas with Coordinate Adjectives | Pre-Algebra: Number Problems | Broad Questions Last | |

Dashes | Pre-Algebra: Absolute Value and Ordering | Attack Answer Choices | |

Periods | Pre-Algebra: Linear Equations in One Variable | Avoid Extremes | |

Semicolons | Pre-Algebra: Place Value | Avoid Answers that are Too Specific | |

Tone | Pre-Algebra: Scientific Notation | Agrees with the Main Idea | |

Add, Keep, or Delete | Pre-Algebra: Probability | Conquer Passage Types | |

Always Eliminate | Elementary-Algebra: Algebraic Operations and Polynomials | Conquer Comparison Passages | |

Short and to the Point | Elementary-Algebra: Exponents and Roots | Understand Passage Structure | |

Compare the Same Things | Elementary-Algebra: Substitution | ||

Coordinating Conjunctions | Elementary-Algebra: Factoring | ||

Subordinating Conjunctions | Elementary-Algebra: Linear Inequalities | ||

Correlative Conjunctions | Intermediate-Algebra: Quadratic Formula | ||

Conjunctive Adverbs | Intermediate-Algebra: Rational and Radical Expressions | ||

If Deleted | Intermediate-Algebra: Absolute Value Equations and Inequalities | ||

Modifiers | Intermediate-Algebra: Sequences and Patterns | ||

Parallelism | Intermediate-Algebra: Systems of Equations | ||

Possessives | Intermediate-Algebra: Functions | ||

Prepositional Idioms | Intermediate-Algebra: Matrices | ||

Primary Purpose | Intermediate-Algebra: Roots of Polynomials | ||

Pronouns: Singular/Plural | Intermediate-Algebra: Complex Numbers | ||

Pronouns: Subject/Object | Intermediate-Algebra: Logarithms | ||

Pronouns: Unclear Referent | Coordinate Geometry: Intersecting Lines | ||

Pronouns: Missing Referent | Coordinate Geometry: Polynomials | ||

Pronouns: Relative Pronouns | Coordinate Geometry: Modifying Polynomials | ||

Sentence Placement and Movement | Coordinate Geometry: Graphing Inequalities | ||

Subject-Verb Agreement | Coordinate Geometry: Slope | ||

Verb Tense | Coordinate Geometry: Parallel and Perpendicular Lines | ||

Transitions | Coordinate Geometry: Distance Formula | ||

Wrong Word | Coordinate Geometry: Midpoint Formula | ||

Active Voice Over Passive Voice | Coordinate Geometry: Conics - Circle | ||

Coordinate Geometry: Conics - Ellipse | |||

Coordinate Geometry: Conics - Parabola | |||

Plane Geometry: Angles | |||

Plane Geometry: Shaded Regions | |||

Plane Geometry: Circles | |||

Plane Geometry: Triangles and Pythagorean Theorem | |||

Plane Geometry: Rectangles | |||

Plane Geometry: Parallelogram | |||

Plane Geometry: Trapezoids | |||

Plane Geometry: Transformations - Translations | |||

Plane Geometry: Transformations - Reflections | |||

Plane Geometry: Transformations - Rotations | |||

Plane Geometry: Volume | |||

Trigonometry: Radians | |||

Trigonometry: SohCahToa | |||

Trigonometry: Inverse Trig Functions | |||

Trigonometry: Solving Trigonometric Equations | |||

Trigonometry: Graphing and Shifts |