Schoolhouse.world: peer tutoring, for free.
Free SAT® Prep, as part of a research study.
SAT® Bootcamps
Free SAT® Prep, as part of a research study.
A global network of volunteers.
Explore Tutors
A global network of volunteers.

Algebra 1 • Series

Get Ahead in Algebra I

Kien H

Series Details

Sessions

Public Discussion

This series ended on July 24, 2021. All 1:1 and group chats related to this series are disabled 7 days after the last session.

Series Details

About

Do you feel that you are wasting your time learning nothing during the summer? Have you mastered all of last year’s material? This series is for all the incoming Algebra I students of school year 2021-2022. This course will introduce the most important concepts of Algebra I, allowing you to get ahead in the course next year. This series is suitable to those who already have a strong foundation in Pre-Algebra and aiming to be get high scores next year. ----------------------------------- Ignore the attendance policy below. This will be the attendance policy starting from next week: "You will be withdrawn from the series if you miss every session in a week."

✋ ATTENDANCE POLICY

You will not be withdrawn from the series for any absence. However, some sessions depend on each other so you may not understand the material if you miss one.

Dates

July 8 - July 22

Learners

4 / 100

Total Sessions

10

About the Tutor

I am a Sophomore student from Vietnam. I love tutoring others, especially in math and science topics. I am looking forward to meeting you in one of my sessions.

View Kien H's Profile

Upcoming Sessions

0

Past Sessions

10
8
Jul

Session 1

Orientation

In this session, we will get to know each other, go through the series expectations, navigating around the series site, give you an introduction of what we will be covering in the coming weeks and take any questions that you may have about the series. Please attend this session as I will be able to learn about your needs and adjust the series accordingly.
12
Jul

Session 2

Algebra foundations

This session will allow me to know where we are and making sure everyone is on the same page by going through algebraic expressions and solving linear equations.
13
Jul

Session 3

Algebra foundations

We will cover algebraic expressions and solving linear equations. This is a make up for yesterday's session.
14
Jul

Session 4

Linear equations & graphs

This session will cover the linear functions. We will go through linear functions, slope and intercept. You will practice with plenty of questions on finding the slope, intercept and the equation of a straight line graph.
16
Jul

Session 5

Linear equations & graphs

For this session, we will go through some more challenging problems with linear functions, where the solution will not be as straightforward and will require some thinking and additional steps. But one you are able to master it, it won’t be too difficult.
17
Jul

Session 6

Office Hours

Week 1 Office Hours: Join office hours if you are unsure about anything we discussed in the past week or you missed a session.
19
Jul

Session 7

Systems of equations

In this session, we will go through solving systems of equations by graphing, substitution and elimination. After this session, you will be able to solve simlle systems of equations fluently.
20
Jul

Session 8

Systems of equations

We will go through advanced elimination problems and apply what we learned about solving systems of equations. You should attend the previous session in order to understand what is being discussed in this session.
21
Jul

Session 9

Functions

In this session, I will cover the definition of functions, input and output of a function, and vertical line test. This session will introduce you to a whole nee concept, very different from what you have learned before. It is going to be mostly theoretical.
22
Jul

Session 10

Functions

In this session, we will go over the domain and range of function. This session will extend what you already know about input and output of a function. You will also learn to determine if a relation is a function given its domain and range.

Public Discussion

Please log in to see discussion on this series.