Calculating Angles in Geometry - [7-5-14]

In this lesson, we will learn how to calculate angles in geometric figures. We will use the concepts of complimentary and supplementary angles in order to analyze a figure to determine the angles in the figure. We examine vertical angles, parallel lines cut by a transversal, and more.

[carmenvalentin]

This man is a blessing
Love how he teaches all types of math problems. I'm grateful for his career of being a good teacher.

[annannstecia]

Really a great teacher, making MATHEMATICS look easy. Thank you, I want to be one of your students

[josephtetteh]

How would you know whether this angle is complimentary or supplimentary

[Saado-cx]

God bless you, you encourage me to do this equations.

[Justme_mel]

😢that was really good i finally understand what the process is 🙂thank u sir

[itzandreaa]

thanks for teaching this! new subscriber and u deserve it i hope u reach a million subs! if anyone needed a teacher to teach them it would be you

[EnriquePerez-ucky]

Thanks for making it so easy to understand! 😃

[Fitnessdickinmymouth]

Thank you, i wish you could be every math teacher in the world!

[jameswalter]

I love your videos
you are a blessings

[chzbllz]

This really helped me for my final exam, thanks a lot!!

[SportEditsss]

Thank you soo much. I have an assessment tomorrow about angles, I finally know how to do angles. Thank you

[henryryan]

Thanks so much for this great video I learned so much

[Cricketers_Hub_]

This is the easiest method I ever seen thanks mr my maths exam is near and I find your video and this is very helpfull

[ngoziahachi]

I found your video extremely helpful. Thank-you ❤

[annie_Na]

Just wanted to ask you a quick question for example let’s say one of the angles and the supplementary angle is less than 90°(an acute angle), why would the other angle an obtuse angle?

[AhirZamanSairi]

Hello Mr. Gibson, I hope you're well. I'm an EE student. In my perspective, your teaching is unmatched in quality. The way you don't skip any steps, the way you don't assume we know everything (like my professors), the way you explain in clear speech and helpful analogies, is just remarkable to me personally. If I were wealthy, I would've gifted you with bricks of gold for your services, just to say thank you. And I realize it might be selfish to ask this, as you may have other plans in your life, but I would be eternally grateful if you covered other EE topics that you arbitrarily think are core to EE. It could include electromagnetism, control system design, etc. whatever you personally think is most important. I would honestly even be greatful for just Fourier series, like you alluded to in previous videos, whatever I can get from you is a big win for me. You're so great, that you have the potential to make college education in EE obsolete (in my humble opinion). If you cover more topics and courses on your EE knowledge in your website, I will happily pay for the new ones, and you will be remembered for generations, as the only teacher that makes the so called college "teachers" look bad. Being a great and competent academic is one thing, but being a good teacher is a whole other story, I firmly believe that, and I firmly believe you are both. Thank you for all your services Mr. Gibson, best.

[math]

excellent tutorial on calculating angles in geometry, thanks so much for sharing

[joyceo.]

The explanatory was amazing my math teacher sucks at explaining