Digital PSAT/SAT Summer Camp
Breaking News: Module 1 is easier, but module 2 is much harder than old paper tests on both math and English.
Yes, you heard it right. They made the digital shorter, but harder as to score 800.
We will help you master the new test through
- Lessons/tips
- Homework/exercise
- Mock exams (in striking similarity to March and June tests)
![](data:image/png;base64,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)
Adaptive Scoring - How It Works
The new digital SAT introduces an adaptive testing model while maintaining the same content and skills assessment as the traditional SAT. In this model, the difficulty of questions in the second module adapts based on the test-taker's performance in the first module, influencing scoring. Answering more difficult questions correctly leads to a higher score.
This means that if a student does not do well on the first module of a section, the difficulty of the second module will be reduced and it will be practically impossible for the student to achieve a high score, even if the student correctly answers every question in the second module.
Score Ranges and Scaling
The scoring range on the digital SAT remains comparable to the traditional SAT, with scores ranging from 400 to 1600. However, the Reading and Writing sections are now combined, and the Math section allows calculators throughout.
The scoring process involves converting raw scores (one point per correct answer, with no penalty for wrong answers) to scaled scores.
There is no universal scaling algorithm - every exam has it's own scaling based on each question's difficulty. Generally speaking, though, getting a difficult question wrong is penalized less than getting an easy question wrong.
Hello Dr. Li,
I hope this finds you well. I just wanted to let you know that your summer SAT program was incredibly helpful and I wouldn’t have gotten a 1570 in October without it. The math lessons were especially useful as they taught me how to work quickly and efficiently and maximize my time for checking answers, helping me score 800 on the math section. The writing and reading lessons exposed me to the types of questions on the test and prepared me for answering them in a timely manner. Thank you so much for your help and please share my appreciation with all of the teachers!
Best regards,
Samuel
8:00 - 9:00 am Drop-off
9:00 - 10:30 am Math
1030 - 12:00 pm Reading
12:00 - 1:00 pm Lunch time
1:00 - 2:30 pm Writing/Grammar
2:30 - 4:00 pm Vocab
4:00 - 5:00 pm Pick-up
- The materials will not repeat and they will be all different across the summer sessions.
- To maximze benefits, most parents will choose two (or more) sessions.