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2019 March SAT Test: Video explanations

April 30, 2019 1 Comment

 
Here is the link to the playlist of videos that explain all of the math questions in the 2019 March SAT Question and Answer Service test. The playlists are separated by sections. Section 3 of the math section does not the allow use of calculator, whereas the calculator is permitted in Section 4 of the math section. The playlist will be accessible until the next official QAS is released.

Filed Under: Official SAT Tests

SAT math practice question: Simplifying complex number expressions

February 25, 2019 Leave a Comment

 
Try the following SAT math question (No Calculator, Grid in question) that tests your understanding of how to simplify complex number expressions.

When $\dfrac{9+7i}{3-i}$ is expressed in the form $a+bi$, what is the value of $a$ ? (Note $i = \sqrt{-1}$)

2

Filed Under: SAT Practice Questions

2018 PSAT Alternate Test: Video explanations

January 9, 2019 Leave a Comment

 
I just published my video playlist that explains all of the math questions in the 2018 PSAT Alternate test that was conducted on the 24th of October: 2018 PSAT Alternate Test Video Explanations.

Filed Under: PSAT

2018 PSAT Wednesday Test: Video explanations

December 11, 2018 Leave a Comment

 
Here is the link to the playlist of videos that explain all of the math questions in the 2018 PSAT Wednesday test that was conducted on the 10th of October: 2018 PSAT Wednesday Test Video Explanations.

Filed Under: PSAT

SAT math practice question: Properties of parabolas

December 1, 2018 Leave a Comment

 
Try the following SAT math question (No Calculator) that tests your understanding of the graph of parabolas in the coordinate plane.

$$ y = (x-r)(x-s)$$
The equation above represents the graph of a parabola in the $xy-$plane, where $r$ and $s$ are constants, and $r \neq s$. Which of the following represents the $x-$coordinate of the vertex of the parabola?

  1. $\quad \dfrac{r-s}{2}$
  2. $\quad \dfrac{r+s}{2}$
  3. $\quad r-s$
  4. $\quad r+s$

Choice B

Filed Under: SAT Practice Questions

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