Answer:
je suis super nul en math desolee
The domain is all the x-values you can use with this function. When dealing with a function like this, you need to ask yourself, what would make the bottom equal to 0? Whatever those numbers are, you do NOT want them in your domain.
A fundamental rule is that you cannot divide by 0 or have 0 as a denominator.
So, you solve x^2+6x=0 to find that x=0 or x=-6 would make the denominator 0.
The domain is everything BUT those two values, because they essentially break your function.
The image of rectangle JKLM after a reflection over the y-axis around the origin is J = (6, -2), K = (6, -1), L = (0, -1) and M = (0, -2)
<h3>How to graph the image of rectangle JKLM after a
reflection over the y-axis around the origin?</h3>
From the graph, the coordinates of the rectangle are:
J = (-6, -2)
K = (-6, -1)
L = (0, -1)
M = (0, -2)
The rule of a reflection over the y-axis around the origin is
(x, y) = (-x, y)
When the above rule is applied, we have the image to be:
J = (6, -2)
K = (6, -1)
L = (0, -1)
M = (0, -2)
Hence, the image of rectangle JKLM after a reflection over the y-axis around the origin is J = (6, -2), K = (6, -1), L = (0, -1) and M = (0, -2)
Read more about transformation at
brainly.com/question/4289712
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