It's funny how I can easily understand this lesson with just a minute of this video, yet i can't absorb what my math teacher is talking about within an hour of math class
In my experience as a teacher, if you teach this theorem then kids make mistakes later because they forget to modify the relationship when they want to investigate the ratio of the third side. The theorem you cite is a nice shortcut, but that ratio only applies to two of the three sides of the triangle. If you keep to just one theorem, the similarity, you get a more powerful result and fewer things to memorize.
I don't understand why they have to make these videos so awkward for the instructors and the viewers. The tonality of the voice and the awkward creepy smile at the end.. that's just unappealing.
At least in my book, the similarity gives you 8/(8+x) = 10/(10+15), and it takes a bit of algebra to simplify it to the 8/x = 10/15. Sometimes it's a serious mistake to use only pieces of a side instead of the whole side of the triangle! In this case it works out the same, though.
@joshuazucker She was NOT using similarity of the triangles. She instead was using proportionality of the way the sides were divided. You could prove the proportionality of those divisions by using the proportionality given by the similar triangles OR if you already know that fact you can just use it. She choose to just use the fact.
@joshuazucker She was NOT using similarity of the triangles. She instead was using proportionality of the way the sides were divided, this relies heavily on the divisions being created by Parallel lines . You could prove the proportionality of those divisions by using the proportionality given by the similar triangles OR if you already know that fact you can just use it, she just used the fact.
If the sides were not split using parallel lines you are right, we shouldn't expect proportionality
you dont need to solve them anymore coz they are already given. you can only solve when the number of a side is missing. its the purpose of giving the problem.
midterm tomorrow! thanks!!!
icecreamsundae329 1 day ago
My savior to being absent at school >_>
bleachmaster101 1 month ago
It's funny how I can easily understand this lesson with just a minute of this video, yet i can't absorb what my math teacher is talking about within an hour of math class
lynabaya 2 months ago
THANK YOU :) NO WORDS CAN EXPRESS MY GRATITUDE TO YOU
eze1231000 5 months ago 6
@eze1231000 SAME HERE! I HAVE A HUGE TEST TOMORROW! WISH ME LUCK :)
FIamingTwinkie 3 weeks ago
well that was pretty easy!
TheCalichic9 5 months ago
she sound's like a freakin' robot
djbamx2 8 months ago
In my experience as a teacher, if you teach this theorem then kids make mistakes later because they forget to modify the relationship when they want to investigate the ratio of the third side. The theorem you cite is a nice shortcut, but that ratio only applies to two of the three sides of the triangle. If you keep to just one theorem, the similarity, you get a more powerful result and fewer things to memorize.
joshuazucker 11 months ago
simplified divide 15/10 and that gives you 1.5 then multiply 8 by 1.5 and you get 12
make sure to do it with the corresponding sides
royalbrandon 1 year ago
I don't understand why they have to make these videos so awkward for the instructors and the viewers. The tonality of the voice and the awkward creepy smile at the end.. that's just unappealing.
acmilanshevachels 1 year ago 10
@acmilanshevachels She looked like a hostage there.
smurfyday 2 weeks ago
At least in my book, the similarity gives you 8/(8+x) = 10/(10+15), and it takes a bit of algebra to simplify it to the 8/x = 10/15. Sometimes it's a serious mistake to use only pieces of a side instead of the whole side of the triangle! In this case it works out the same, though.
joshuazucker 1 year ago
@joshuazucker She was NOT using similarity of the triangles. She instead was using proportionality of the way the sides were divided. You could prove the proportionality of those divisions by using the proportionality given by the similar triangles OR if you already know that fact you can just use it. She choose to just use the fact.
yesila1 11 months ago
@joshuazucker She was NOT using similarity of the triangles. She instead was using proportionality of the way the sides were divided, this relies heavily on the divisions being created by Parallel lines . You could prove the proportionality of those divisions by using the proportionality given by the similar triangles OR if you already know that fact you can just use it, she just used the fact.
If the sides were not split using parallel lines you are right, we shouldn't expect proportionality
yesila1 11 months ago
who knows how to do math
do you have success maker by computers in school
SuperAsher10 1 year ago
this not understandable!@#$%^&*()_+
SuperAsher10 1 year ago
her voice is so dame annoying
gesnelson15 1 year ago
@gesnelson15 hey u stop saying stuff like that
abedolla777 1 year ago
how do you get the parallel lines?
2KGArtistry 2 years ago
Wow, you made this seem so...simple!
NEBEAST81 2 years ago
You sould really put like, Theorem Of Pythagoras for ALL types of triangles on a vieo.. It"ll help problem
arianinha69br 2 years ago
how do you solve all sides with numbers?
grig24x 2 years ago
you dont need to solve them anymore coz they are already given. you can only solve when the number of a side is missing. its the purpose of giving the problem.
emma0able 1 year ago
Thanks.
grig24x 1 year ago
Comment removed
ChromeNakuro13 2 weeks ago
This has been flagged as spam show
@emma0able yeah, I noticed that one too. Anyway, nice vid. :)
ChromeNakuro13 2 weeks ago
Wonderful refresher! Thank you!
tcwright00 2 years ago