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Pre-Algebra • Series

Honors Pre-Algebra

Agastya S

Series Details

Sessions

Public Discussion

This series was cancelled by the tutor on June 14, 2024. We're very sorry–you can explore more Pre-Algebra series here. All 1:1 and group chats related to this series are disabled 7 days after the last session.

Series Details

About

This course is an honors level Pre-Algebra course with high expectations. I recommend this for competent middle school students who want to further themselves in math, are aware of the rigor in this course and wish to advance a little bit further than the usual. But remember, don't forget to have fun and ask questions if you are stuck! I plan to cover a bit of an extended 7th and 8th grade math as well as the basics of Pre-Algebra.

✋ ATTENDANCE POLICY

If you feel comfortable with a topic, it's okay for you to skip a session, but I will remove you if you miss more than 6 or 7 (because then you might not need this course)

Dates

June 11 - June 11

Learners

3 / 40

Total Sessions

1

About the Tutor

Hi, I'm Agastya, a freshman from San Diego, I have experience teaching math to kids in my community, and I often help friends with homework and such. I am now certified in Pre-Algebra and intend on getting certified in Algebra 1, Algebra 2, Pre-Calculus (after I learn it), Calculus, and a variety of other subjects and categories. I'm proficient in higher order areas of math in high-school, have tons of experience in math and history. I am an all A student, and am competent in a variety of subjects. I am not that good in subjects like Spanish and English, but still fairly proficient in those areas of focus. By joining Schoolhouse, I am ready to upgrade myself. in subjects and tutoring, as well as bringing sucess to others as well!

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Upcoming Sessions

0

Past Sessions

1
11
Jun

Session 1

Exponents intro and order of operations

Exponents and Order of Operations
I will first get to know you guys and introduce ourselves, and then go into the math. I will explain topics such as the laws of exponents, and I will advance into the ideas regarding binomial multiplication, and multiplication and division on Monomials. Towards the end of this session, I will review PEMDAS, as it is part of the session title.

Public Discussion

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