This series ended on April 22, 2023. All 1:1 and group chats related to this series are disabled 7 days after the last session.
Series Details
About
Hi! Having trouble with the basics of algebra? Well, this is the perfect series for you! In this adventure, we will learn the following Algebra I topics:
- Variables ("Why x?")
- Solving equivalent expressions
- Solving linear equations and inequalities
- Unit conversion
- Linear equations and graphs: slope-intercept form, point-slope form, and standard form
- Systems of linear equations
- Graphs of linear inequalities
This series is meant for beginners (who know pre-algebra) or those who just wish to brush up on their algebraic fundamentals.
Each topic will be covered through interactive lectures, solving practice problems, and raising questions of our own. See ya!
✋ ATTENDANCE POLICY
Topics are cumulative, so try to attend every session (unless you want to focus on just one topic/session). If you can't attend a specific session, I can help you out by hosting a makeup session so that you can catch up on missed material.
Dates
January 14 - April 22
Learners
18 / 30
Total Sessions
24
About the Tutor
MM
Hi! I'm 17, a high school senior, and I'm from Pune, India. I'm into physics, maths, chemistry, and hummus. In my free time, I create science videos for my YouTube channel, The Unreal Junkyard, and practice my German. Es war schön, Sie zu treffen!
View Mustufa M's Profile
Upcoming Sessions
0
Past Sessions
24
14
Jan
O
Session 1
Orientation
"What's a variable?" That's a question we will answer in this session, as we enter the world of Algebra I! I will also introduce myself, and explain how the series will function. We will even do a fun icebreaker.
15
Jan
Af
Session 2
Algebra foundations
We will recap what a variable is, and learn:
- To evaluate expressions with one and multiple variables
- To combine like terms
- Equivalent expressions
I will explain the math behind everything and we will attempt practice questions together.
21
Jan
Si
Session 3
Solving equations & inequalities
Fasten your seatbelts — this is where things get serious! — 'cause today, we're going to learn about linear equations: what they are, how they can be manipulated, and different types.
22
Jan
Si
Session 4
Solving equations & inequalities
Continuing with linear equations, we are going to look at more complicated ones — i.e., with unknown coefficients — and identify how many solutions a given equation can have (yes, there can be more or less than one solution!).
28
Jan
Si
Session 5
Solving equations & inequalities
Today, we are going to learn about linear inequalities. They are similar to, but a little bit more involved than, linear equations.
29
Jan
R
Session 6
Review
We are going to review the topics covered in previous sessions, solve practice questions, and do a fun quiz.
4
Feb
Wu
Session 7
Working with units
Today, we'll learn dimensional analysis, how to convert between units (i.e., from m/s → km/h), and the use of appropriate units.
5
Feb
Lg
Session 8
Linear equations & graphs
Why do graphs exist? Join this session to find out, and learn about:
- Linear graphs involving two variables
- Finding the slope of a graph, and its intercepts
- Applications of linear graphs (i.e., word problems)
11
Feb
Fe
Session 9
Forms of linear equations
We will learn the three equivalent ways of writing a linear equation of a graph:
1) Slope-intercept form
2) Point-slope form
3) Standard form
We will derive the three, solve questions, and understand the benefits of each.
12
Feb
OH
Session 10
Office Hours
Ask questions about what we've covered so far!
18
Feb
Fe
Session 11
Forms of linear equations
We will learn the three equivalent ways of writing a linear equation of a graph:
1) Slope-intercept form
2) Point-slope form
3) Standard form
19
Feb
Se
Session 12
Systems of equations
Today we will look at what a system of two (or more) equations is, and how they can be solved using substitution, and elimination.
25
Feb
Ig
Session 13
Inequalities (systems & graphs)
In this session, we will solve real-life problems by graphing linear inequalities — a powerful process called 'linear programming'.
26
Feb
Ig
Session 14
Inequalities (systems & graphs)
Linear inequalities can be graphed, just like regular equations — they're just a little more complicated. How? That's what we'll learn today!
4
Mar
R
Session 15
Review
The final session! The journey ends with a brief recap of EVERY topic this session has spanned across.
12
Mar
F
Session 16
Functions
Introducing the concept of a relation, a function, and evaluating discrete and continuous functions — linear equations are a pre-requisite.
25
Mar
F
Session 17
Functions
How can you distinguish a function from a regular ol' relation? What are the types of relations? Well, there's a few: one-to-one, one-to-many, many-to-one, many-to-many.
26
Mar
F
Session 18
Functions
Let's look at how we can determine the domain and range of any function — and admire different Range Rovers!
2
Apr
F
Session 19
Functions
It's time to look at the features of graphed functions:
- Absolute minima and maxima
- Relative minima and maxima
- Increasing and decreasing intervals
And, also, what is the inverse of y = x²? This is a question about inverse functions, which are weirdly awesome!
8
Apr
Af
Session 20
Absolute value & piecewise functions
y = |x| is an 'absolute value function', which is what we shall learn today. Absolute value functions are always positive … And we should be, too.
9
Apr
Af
Session 21
Absolute value & piecewise functions
It's time for 'piecewise functions' — they're a bit like pizza. They both start with 'P' and they can both be sliced into sections!
15
Apr
Er
Session 22
Exponents & radicals
Exponents are an important part of both arithmetic and algebra, and in this session, we brush up on them and cover the laws of exponents.
16
Apr
Er
Session 23
Exponents & radicals
It's time for radicals (or, roots). They are an exponent's best friend — and are a common sight in all of mathematics.
22
Apr
OH
Session 24
Office Hours
Just chilling out, reviewing what's been done in the past few sessions, and solving questions.