ARE MY ANSWERS CORRECT? Please help me with this graph. and how do I shrink the small components after the D? https://media.glynlyon.com/g_geo_2012/10/q1_7l5.gif On the graph above are three points X, Y, and Z. Write the coordinates for the given dilation. D o,3 of X = ___My answer> 7,3? D o,-½ of Y = ___My answer> (-3/2, -1)? D x,2 of X =___My answer> (2, -2)?
@jim_thompson5910
@Data_LG2 @littlenugget @jdoe0001
D o,3 of X means you multiply each coordinate by 3 NOT add 3 to each coordinate
all my answers are wrong then?
not all, one of them is correct
which one did i do right?
last one?
the second one you multiplied each coordinate by -1/2
Ok hold on. Then would D o,3 of X = ___(12, 0) D x,2 of X =___(4, 0)
wait, is the last one really say D x,2 are you sure it's not D o,2 ?
its d x,2
ok so x is the fixed point then
you have the correct answers
thank you. i am really struggling on these questions. I dont know why
yw and you'll get better with more practice
Mind helping me with a 3 more? I already have answers
Just wanna make sure I am atleast getting some right
sure
In the graph, line k with equation y = -k makes a 45° angle with the x- and y- axes. https://media.glynlyon.com/g_geo_2012/10/protra.gif R x: (2, 5) =___(-2, -5)? R k, °R y : (2,5)=___(-5, -2)? R x, °R k : (2,5) =__(-5, 2)?
hmm I'm not sure I understand the notation R k, °R y is that a reflection? or a rotation? it could be a rotation because it has a degree symbol in it, but if so, then what are you rotating around?
R x: (2, 5) =___(-2, -5)? that's incorrect though
if you reflect (2,5) over the x axis, you won't land on (-2,-5)
Would it be -2,5?
plot it and see for yourself
I got 2,-5
I think I did it on the right quadrant lol
(2,-5) is correct
R x, °R k : (2,5) =__(2, -5) then?
to be honest, I'm not sure what to make of that notation
it could be a mix of reflection and a rotation
R x, °R k could mean "rotate the point 45 degrees around the origin, then reflect over the x axis"
but this notation is very strange and that's not how you would write that, so I'm guessing at this point
I don't know =/
besides, there's no simple rule to rotate 45 degrees there is one for 90 degree rotations
oh what it could be are two reflections....first you reflect over k, then you reflect over the x axis
if that's the case, then why the degree symbol?
I wish I knew
I don't have a clue of what my answer is
yeah sadly neither do I, there are multiple possibilities
okay =/
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