Hi,
I am studying for the GRE and ETS has curated this list of course that we can take on KA to prep for the exam. The topics are: Arrithematic, Algebra, Data Analysis and Geometry. I was wondering how many hours it would take to go through each section or how could I calculate that ? I noted that an Evan Lewis was able to figure it out - I'd love his help. Thanks in advance.
Hi Evan - thanks so much for the response. Below is the information, It is a lot of information 0 I do apologize, I was hoping to calculate it myself if necessary, I am just trying to figure out how much time I need to spare to complete this.
Here you go! This includes the total number of videos and their combined runtime for the links you gave. Most of these sections have practice exercises within them as well, but I didn't include those since the time to complete those will vary person to person.
There was a couple sections you linked to that no longer exist, so I also left those out. If you find a different section that you would like this info for, just let me know and I'm happy to provide it!
GRE Arithmetic
1.1 - 247 videos, 18 hours
1.2 - Topic doesn't exist
1.3 - 24 videos, 2 hours
1.4 - Topic doesn't exist
1.5 - Topic doesn't exist
1.6 - 18 videos, 1 hour 20 min
1.7 - 1 exercise
GRE Algebra
2.1 - 21 videos, 1 hour 20 min
2.3 - 85 videos, 7.5 hours
2.4 - 1 video, 6 min
2.5 - 1 video, 5 min
2.6 - 41 videos, 2 hours 45 min
2.8 - 4 videos, 20 min
GRE Geometry
3.1 - 40 videos, 4 hours
3.2 - 18 videos, 1 hour 40 min
3.3 - 60 videos, 7.5 hours
3.4 - 11 videos, 1 hour
3.5 - 35 videos, 3 hours
3.6 - 7 videos, 30 min
GRE Data Analysis
4.2 - 2 videos, 21 min
4.3 - 3 videos, 18 min
4.4 - 42 videos, 4 hours 40 min
4.5 - 1 article
Thank you so much !
This is my last requests - I found a few more links.
ARITHMETIC
1.1 Integers
1.2 Fractions
1.3 Exponents and Roots
1.4 Decimals
1.5 Real Numbers
1.6 Ratio
1.7 Percent
ALGEBRA
Sections 2.1 through 2.9
2.1 Operations with Algebraic Expressions
2.2 Rules of Exponents
2.3 Solving Linear Equations
2.4 Solving Quadratic Equations
2.5 Solving Linear Inequalities
2.6 Functions
2.7 Applications
2.8 Coordinate Geometry
2.9 Graphs of Functions
GEOMETRY
3.1 Lines and Angles
3.2 Polygons
3.3 Triangles
3.4 Quadrilaterals
3.5 Circles
3.6 Three-Dimensional Figures
DATA ANALYSIS
4.1 Graphical Methods for Describing Data
4.2 Numerical Methods for Describing Data
4.3 Counting Methods
4.4 Probability
4.5 Distributions of Data, Random Variables, and Probability Distributions
4.6 Data Interpretation Examples
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