Howdy math peeps! In this post, we are going to go over the recursive formula step by step by reviewing a Regent’s question. Yes, it is the recursive formula jam, well at least it’s my kind of jam. These things may look weird, confusing, and like a “what am I doing?” moment, but trust me they are no so bad!
How do I answer this question?
At first glance, all of these answer choices may look exactly the same. The first thing I would want to do with this question is to identify how all of theses answer choices are different. Take a look below:
What is the Recursive Formula?
A Recursive Formula is a formula that forms a sequence based on the previous term value. All this means is that it uses a formula to form a sequence-based pattern.
Let’s go through each choice to identify the answer:
Our goal is to test out each choice given, until we get the desired sequence:
Ahoy math friends! In this post, we are going to focus on solving log equations by solving this Regents questions step by step. We’ll answer this question right away! But if you need more of a review, keep reading and you will find what logarithms are, the different kinds of logarithms rules, and some simpler examples. Ready for our first example?! Check it out below:
How do I Answer this Question?
Step 1: Let’s re-write the equation to get rid of the “log.”
Step 2: Solve for x in our new equation (5x-1)(1/3)=4
If the above answer makes sense to you, great! If not, that’s ok too, keep reading for a review on solving log equations.
What are Logarithms?
Logarithms are inverses of exponential equations. Take a look below for a clearer picture.
Logarithms can be re-written to get rid of the word “log.” This makes them easier to solve and understand.
There are a few rules you have to memorize get used to with practice. These rules are used when solving for x in different kinds of algebraic log problems:
Still got questions? No problem! Check out the videos below and the post here for more on logarithms! Also don’t forget to subscribe below to get the latest FREE math videos, lessons, and practice questions from MathSux. Thanks for stopping by and happy calculating! 🙂