I’m happy to come across your channel, I have just a day before i test so this is very helpful for a brain refresh. Especially after weeks and hours of studying 📚 Your quick and straight to the point! Thanks for the content 🙃
I PASSED WITH A 161! honestly, I have to give you most of the credit I wish I ran into your channel sooner. I literally binged watched your videos all last night every single one of them most of everything you covered was on the test to be exact !! your tricks, the way you explain things, your jokes to lighten the mood, how quick and straight to the point you are. you're so awesome!! thank you so much I'm wishing millions of subscribes your way you honestly deserve it!
@@esmeraldaortegax Congratulations!! You put the work in, so you deserve the credit! Thank you for the kind words, my friend 🙂 All the best on your journey from here! 🙏🏼😜
I promised myself I would thank you if I passed and “thank you!”man, your a great teacher and I honestly couldn’t have passed without your style of teaching, I’m now a GED graduate, it’s time to celebrate 🎉 cheers to you brotha! 🍻💯
Sorry if this is a dumb question, but in the last problem you showed us the quick way to get to 3%. I'm curious why that particular event is 3%. So the first instance (picking the green out of 25) comes out to a 24% chance. Then the second instance (picking the blue out of 24) comes to 12%. Is there a method to get to that 3% number using the 2 individual percentages of 24 and 12? Or am I thinking about this in the completely wrong way?
Great question! You're totally right! You can multiply the 24% times the 12.5%: 0.24 • 0.125 = 0.03 and that's another way to get 3%. Awesome idea in finding another way to do it! 👍🏼
I’m happy to come across your channel, I have just a day before i test so this is very helpful for a brain refresh. Especially after weeks and hours of studying 📚
Your quick and straight to the point! Thanks for the content 🙃
Woohoo! You’re welcome! 🙂
I PASSED WITH A 161! honestly, I have to give you most of the credit I wish I ran into your channel sooner. I literally binged watched your videos all last night every single one of them most of everything you covered was on the test to be exact !! your tricks, the way you explain things, your jokes to lighten the mood, how quick and straight to the point you are. you're so awesome!! thank you so much I'm wishing millions of subscribes your way you honestly deserve it!
@@esmeraldaortegax Congratulations!! You put the work in, so you deserve the credit! Thank you for the kind words, my friend 🙂 All the best on your journey from here! 🙏🏼😜
I want this to be my story as well come June 5th. Congratulations!
I got my GED because of the way you explain things so easily for me to understand!! Thank you
Happy for you my friend! Congrats!! 🙌🏼
I promised myself I would thank you if I passed and “thank you!”man, your a great teacher and I honestly couldn’t have passed without your style of teaching, I’m now a GED graduate, it’s time to celebrate 🎉 cheers to you brotha! 🍻💯
Heyyyy let's gooo!! 🙏 Congrats mate! Hope you're out celebrating rn!! 😝
You are simply the best! Thank you!
Sorry if this is a dumb question, but in the last problem you showed us the quick way to get to 3%. I'm curious why that particular event is 3%.
So the first instance (picking the green out of 25) comes out to a 24% chance. Then the second instance (picking the blue out of 24) comes to 12%.
Is there a method to get to that 3% number using the 2 individual percentages of 24 and 12? Or am I thinking about this in the completely wrong way?
Great question! You're totally right! You can multiply the 24% times the 12.5%: 0.24 • 0.125 = 0.03 and that's another way to get 3%. Awesome idea in finding another way to do it! 👍🏼
Thank you
You're welcome 😊
thanks a lot for all of your videos i passed my math ged test & completed my ged exams.
Excellent work! Congrats! 🙌🏼
WOOOOOOW ❤
I think, it is a little bit hard to understand that what kind of questions will be solve with independent and dependent probability 😢😢
It’s a good point! Luckily almost all probability questions on the GED are independent like these ones:
www.getsummath.com/probability
I can’t understand nothing about this probably 😢
Here’s a different video which I hope helps more!
Solve ANY GED Probability!
ua-cam.com/video/uG5bbXAQslc/v-deo.html