Vectors! The Series
SAT Score Range
•
5 sessions
•
PP
AS
CF
+2
This series ended on August 27, 2021. All 1:1 and group chats related to this series are disabled 7 days after the last session.
About
In this series, we'll learn all about vectors. In each session we'll go over some example problems together and you'll have the opportunity to try some practice problems on your own as well.
Tutored by
Schedule
✋ ATTENDANCE POLICY
Please don't miss more than one session and please let the tutor know prior to the session if you are going to be absent.
SESSION 1
23
Aug
SESSION 1
Vectors
Vectors
Mon 3:30 PM - 4:10 PM UTCAug 23, 3:30 PM - 4:10 PM UTC
Intro to Vectors
In this session we'll go over what a vector is and what they look like. We'll do some example problems together and you'll have the opportunity to try some practice problems on your own as well.
SESSION 2
24
Aug
SESSION 2
Vectors
Vectors
Tue 3:30 PM - 4:10 PM UTCAug 24, 3:30 PM - 4:10 PM UTC
Vector Operations
In this session we'll go over vector operations, building on what we learned in the last session. We'll do some example problems together and you'll have the opportunity to try some practice problems on your own as well.
SESSION 3
25
Aug
SESSION 3
Vectors
Vectors
Wed 3:30 PM - 4:10 PM UTCAug 25, 3:30 PM - 4:10 PM UTC
Dot Product
In this session we'll expand on vectors even further with dot products. We'll do some example problems together and you'll have the opportunity to try some practice problems on your own as well.
SESSION 4
26
Aug
SESSION 4
Vectors
Vectors
Thu 3:30 PM - 4:10 PM UTCAug 26, 3:30 PM - 4:10 PM UTC
Vector Projection
In the final lesson of the series, we'll go over vector projections. We'll do some example problems together and you'll have the opportunity to try some practice problems on your own as well.
SESSION 5
27
Aug
SESSION 5
Office Hours
Office Hours
Fri 3:30 PM - 4:10 PM UTCAug 27, 3:30 PM - 4:10 PM UTC
-OPTIONAL-
Come with any questions you may have from the material we've covered during this series. We can also do additional practice problems on vectors.