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2015 June ACT Form 73C: Video Explanations

July 28, 2015 Leave a Comment

I just uploaded video explanations to all of the math questions in the 2015 June ACT Form 73C Test.

ACT Practice Question: Quadratic equations and graphs

July 15, 2015 Leave a Comment

Try this ACT math practice question on quadratic equations and the graphs of the corresponding parabola:

If the parabola $y=-x^2 + bx – 8$ has its vertex on the $x-$axis, then $b$ must be:

  1. $\quad \textrm{a positive integer}$
  2. $\quad \textrm{a positive or a negative rational number}$
  3. $\quad \textrm{a positive rational number}$
  4. $\quad \textrm{a positive or a negative irrational number}$
  5. $\quad \textrm{a negative irrational number}$

Choice D

ACT releases Official Practice Test: 2015-16 Form 72C

July 3, 2015 Leave a Comment

ACT just released the official practice test for the 2015-16 year. The practice test is based on the June 2014 Official ACT test, Form 72C. However, not all questions are identical. For example, in the math section of the practice test, only 36 of the questions are present in the June 2014 ACT test. Here is the link:

ACT Practice Test: 2015-16 Form 72C

This also happens to be the first time that the practice test released by ACT is from a recent administration.

Please note that ACT uses this generic link to post practice tests and the link in the future will point to an updated test.

ACT Practice Question: Least Common Multiple

May 16, 2015 Leave a Comment

 
Try this ACT math practice question on the concept of least common multiple:

What is the least common multiple of the first ten positive integers?

  1. $\quad 630$
  2. $\quad 1260$
  3. $\quad 2520$
  4. $\quad 5040$
  5. $\quad 10800$

Choice C

ACT Practice Question: Equation with Logarithms

April 13, 2015 Leave a Comment

 
Here is a practice question on logarithms to get you ready for the April 2015 ACT. Best wishes.

What value of $x$ satisfies the equation below
$$ \log_{27} x + \log_{9} x = -\dfrac{5}{3} $$

  1. $\quad \dfrac{1}{9}$
  2. $\quad \dfrac{1}{3}$
  3. $\quad \dfrac{2}{3}$
  4. $\quad 3$
  5. $\quad 9$

Choice A

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