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what steps transform the graph of y+x^2 to y=-3(x-3)^2+4
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i assume this is \(y=x^2\) right?
yes
the \(-3\) moves it to the RIGHT 3 units
oh you have two \(-3\) there
\[\large y=\color{red}{-3}(x\color{blue}{-3})^2+\color{green}{4}\]
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the \(\color{blue}{-3}\) moves it to the right 3 units the \(\color{red}{-3}\) flips it over and compresses by a factor of 3, and the \(\color{green}4\) moves it up 4 units
yes thats right i just need help on howto put that iinto words
omg thank youso much
yw i don't know what your teacher uses for "compress" maybe you can find a better word
uses stretch ? would that be the same meaning
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no not stretch, that would be for a number in absolute value less than one what other word do they use?
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