SV #4; Unit I Concept 2; Graphing Logarithmic functions and identifying x-intercepts, y-intercepts, asymptote, domain, and range

In order to understand this concept, we have to pay attention to certain points. To start off with, we must remember that the asymptote = h, and that is where it will go along the x line. While solving the y intercept, we must make sure that we use the change of base to figure out y. Everything else should be pretty clear. Thanks for watching.

SV#3: Unit H Concept 7 - Finding Logs Given Approximations

Pay close attention to a couple different things in this video. First, notice how the "4" is used replaced to one because log base 4 of 4 is 1. Also, the 5 is being subtracted because it's the denominator in the original problem. Also, the 2(k) is there because 9 breaks into two 3's. Thanks for watching. :)

SV#2: Unit G Concepts 1-7 - Finding all parts and graphing a rational function

This problem is about asymptotes. In this problem, because the number on top is 1 degree bigger, it is a slant asymptote. Here, I will show you how to find the Vertical asymptote, holes, domain, x & y intercept, and how to graph. :) enjoy.
Pay special attention to the y=mx+b equation because that will lead our slant. Also, make sure to plug in the equation to your graphing calculator when finding the vertical asymptotes.
Thank you.

SV#1: Unit F Concept 10 - Finding all real and imaginary zeroes of a polynomial

This problem is about finding real and complex numbers. Here, we find out how to find the zeros of an equation. The zeros can be real or imaginary, here's an example of imaginary zeros.



Pay special attention to how I plug in the zeros to the calculator. Also, pay special attention to my final answer because it can be written 2 different ways. Other than that, I explain every step of the way. :)
THANK YOU FOR WATCHING/LISTENING FOR 14 MINUTES.