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OpenStudy (here_to_help15):

Help!

OpenStudy (here_to_help15):

OpenStudy (here_to_help15):

@nikato

OpenStudy (nikato):

(x)to the right is positive and (y)to down means negative

OpenStudy (nikato):

for reflection over y-axis, y-coordinate stays the same, but x-coordinate becomes the oppsoite

OpenStudy (nikato):

for third one, using what i told you, you should be able to find the points

OpenStudy (here_to_help15):

So A @nikato

OpenStudy (nikato):

yes

OpenStudy (here_to_help15):

Ok 2nd one

OpenStudy (here_to_help15):

\(\Huge\tt\color{#jg647}{Thanks~for~the~help~btw :)}\)

OpenStudy (nikato):

for reflection over y-axis, y-coordinate stays the same, but x-coordinate becomes the oppsoite

OpenStudy (here_to_help15):

so B ?

OpenStudy (nikato):

yup. and now sunig this rule. find the points for example (-4,1) becomes (4,1)

OpenStudy (here_to_help15):

Is this for the 3rd one?

OpenStudy (nikato):

yes

OpenStudy (here_to_help15):

So C

OpenStudy (nikato):

yup

OpenStudy (here_to_help15):

Damn

OpenStudy (here_to_help15):

OpenStudy (nikato):

its whats on the other side. so OH

OpenStudy (here_to_help15):

That simple?

OpenStudy (nikato):

yea. thats what i would put

OpenStudy (here_to_help15):

OpenStudy (nikato):

is there two answers?

OpenStudy (here_to_help15):

No lol other question got caught in the image by mistake

OpenStudy (nikato):

no. i think the question has 2 answers

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