Mathematics Tutoring and Transformation, LLC.

Mathematics Tutoring and Transformation, LLC.

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The vision of this company is to give people an Ivy Leage Attitude at State School Buget.

02/12/2025

Celebrating my 13th year on Facebook. Thank you for your continuing support. I could never have made it without you. šŸ™šŸ¤—šŸŽ‰

01/01/2025

Happy New Year to all the fans who like my page…

11/03/2024

Thank you everyone for liking my page.

09/07/2024

Can anyone workout this integral, and identify what it is?

07/25/2024

There’s this problem I found on another FB page stating 99% get wrong: 3^(9^x)=9^(3^x). Find the value of x to make the equation true. There’s a number of ways one could approach this problem and finally get the answer. My first approach is to get the common base in which is 3 implying 9=3^2. Next, the equation can be rewritten as 3^((3^2)^x=(3^2)^(3^x). Note: (a^m)^n=a^(m*n). This implies the equation can be rewritten as 3^(3^2x)=3^(2*3^x). Let y=3^x, then y^2=3^2x. Then this implies the equation becomes: 3^(y^2)=3^(2y). Now one could bring down the exponent from both sides of the equation in which is y^2=2y, y^2-2y=0. Moreover, the equation factors out to be y(y-2)=0 implying y=0 or y=2. Finally, 3^x=0 or 3^x=2. The first part has no solution and the second part is x=log(3) 2 in which is the actual solution.

03/15/2022

Hello everyone. Thank you for liking this page. Right now you could post a math question, and I’ll post the solution to the problem.

Vanishing Velocity Theory 08/15/2020

The Vanishing Velocity Theory is my hypothesis on what is the maximum velocity an would vanish as it approaches the speed of light. Check it out.

Vanishing Velocity Theory This video is on predicting the upper limit velocity in which an object would vanish as it approaches to the speed of light.

06/10/2020

Hello, I thank you guys for liking my page. Feel free to post a math problem, and I’ll post the steps in how to get the solution. Thanks.

05/27/2020

Hey I got the resuts from my exam I took on Tuesday and I got 99/100. Thanks alot I couldn’t do it without you.

This is one of the testimonies I got from one of my students.

04/06/2020

Thanks everyone who accepted my page.

Photos from Mathematics Tutoring and Transformation, LLC.'s post 10/10/2019

Here’s a circuit problem I recently worked out in helping a student a tutored recently.

US20060145019.pdf 08/10/2019

Here’s one of the reasons why I love mathematics. Check out this patent.

US20060145019.pdf Shared with Dropbox

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Albuquerque, NM
87111

Opening Hours

Monday 10am - 12pm
1pm - 5pm
Tuesday 10am - 12pm
1pm - 5pm
Wednesday 10am - 12pm
1pm - 5pm
Thursday 10am - 12pm
1pm - 5pm
Friday 10am - 12pm