Quadratic Transformations Vertex Form Tutorial

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This summarized everything well, watched this 30 minutes before my test and it made total sense! Thank you!

bcpicxels
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Hi, an old dinosaur here from the 1960’s….born too soon. Went to a country school and the teacher more or less brushed over this stuff. You spelled it out clearly! I whacked the ‘subscribe’ button so hard I nearly broke the screen. A big fat thanks…

MegaSquiff
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Thank you. I've been through 10 videos this sums it all up. SIMPLE TO THE POINT.

mrparrijamaica
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im crying rn bc online school teaches me nothing

jennamarie
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Thank you so much for this video. Online learning is really hard here, we have to learn a whole unit in one day and write a test the next day, it’s stressful. This video was really helpful!!

saavitri
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Thank you for the wonderful, simplified explanation that addressed each idea with sufficient clarification

nourboudy
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thank you so much! I now understand it. its hard being in Algebra in 8th not knowing anything. My teacher never helped me with this and its hard online but you broke it down. THANK YOU

anjelicaajuarez
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Thank you! I feel like I finally understand what ive been tryna learn for at least a week

taylorgirls
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Thank you so much I was crying I didn't know what I was doing and this helped me a lot

weronikamas
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Oh my gosh this helped so much. Algebra 1 is coming back to bite me in the butt this year in Algebra 2 so this helped clarify a lot of things.

miaholloway
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Write it in another form and it will all become very easy.

(Y + 8) = 3( X + 4)^2 and look the value of X and Y that would make what is in the brackets equal to zero, hence Y=--8 and X= --4

(Y --5) = (1/2)( X --3)^2 and look the value of X and Y that would make what is in the brackets equal to zero, hence Y= +5 and X= +3

carmelpule
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Thank you so much lady ! You have a very lovely voice!

HardeepSingh-pwxk
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This is a great video for me to quickly review the material for my work, thanks.

Okera
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I don't understand ow the 4 turned in to a negative in the first example

lamefr
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im sorry to dare to say but isn't a>0 the graph is compression (shrink) and if a<1>0 isn't that call stretch (wider)?
but I also find that this video is helpful too

penhchan
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thank you, you helped me more than my teacher

briannapulido
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what about reflection across the y axis and horizontal stretch

Steerable
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Hi, I'm sorry I just have a little confusion. Could you help me with how we get the -4?

Arianna.graceee
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3:45 can any one just explain to me please how is -1/2 is considered to be from 0-1

admirallq
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Thanks this is going to help me ! Especially w my district assessment coming up!

mariag.