Graphing Exponential Functions [Module 5 Lesson 1] 

Thank you, really appreciate it 😊

Thank you 😊

When I put the graph in the calculator it’s give me error

me too

Thank you, really appreciate it 🌹

@@s3ahab Thank you 🌹

It is my pleasure 😊

Because no matter how far the line goes, it will never touch the exact point 2. It just gets closer and closer.

Very good question you got here. If you see closely, the g(x) is having an asymptote at y = 2. When there is an asymptote the values go very close but never touch the value. Hence whenever you see such cases remember it will be greater than or less than but never equal to.

Currently I just started the EOT video explanations. In the later questions the topics from this lesson will be covered. You can refer the G11A EOT Explanation videos here: ru-vid.com/video/%D0%B2%D0%B8%D0%B4%D0%B5%D0%BE-vYZVVLR56M8.html You can find the G11A EOT Presentation/solutions from this link: t.me/Grade11AdvBestMath

I am sorry for the late reply. You can refer the G11A EOT Explanation videos here: ru-vid.com/video/%D0%B2%D0%B8%D0%B4%D0%B5%D0%BE-vYZVVLR56M8.html You can find the G11A EOT Presentation/solutions from this link: t.me/Grade11AdvBestMath

a denotes the reflection of the graph, h is the horizontal translation and k is the vertical translation.

You can find it @17:45

After understanding all the example & check problems you can try to solve all the exercise problems by yourself.

@@bestmathuae Okay but I want to make sure of my answers

​@@FATIMAFATIMA-ej9fb Because of time constraints I am not able to solve all the exercise problems but once the Exam Scheme (Haikal) is released, I will solve those exercise problems.

@@bestmathuae Well, thank you teacher.🤍

you even don't know what's 1+1 equal for.

i will touch you