Apoint is reflected across the y-axis.then the reflected point is reflected across the x-axis.how will the coordinates of the final point be related to the coordinates of the original point?

So when the point is reflected across the y axis, that means that the y coordinate stays the same, but the x coordinate is multiplied by -1

so when the point is reflected across the x axis, that means that the x coordinate stays the same, but the y coordinate is multiplied by -1

therefor if the original poitn was (x,y)
reflected across the y axis
(-x,y)

reflected across teh x axis
(-x,-y)

the point will be negative, or the point will be in the opposite quadrant of the original point

A) -5

Answer to the 2nd question: the linear factors of the cubic are: A) (x-2)(x-3)(x-5)

Answer to the 3rd question: to solve for the leading coefficient, use: D) -5=a(0-2)(0-3)(0-5)

Answer to the 4th question: A=1/6

Answer to the 5th question: write the function: f(x)=1/6  x^3-=5/3 x^2+=31/6 x-=5