This graph shows line segments AB and A'B'. Which function describes a transformation that maps line segment AB to line segment A'B'? A) (x,y) -> (-2x, 2y)  B) (x,y) -> (3x, -3y) C) (x,y) -> (2x, -2y)  D) (x,y) -> (-3x, 3y)

Q: A straight line passes through points A (3,8) and B (-3,4). What is the y-intercept of this line?

A:

Q: Do the points (0.5, 1), (1, 1.2), (2, 2) lie on a line?

A: Three points will lie on same line if slope of any two point is same as other two points, taken two…

Q: Given the rule (x,y) --> (x-4, y+8), describe what transformation occurs to any given point

A:

Q: ind a number d such that the line containing the points (d,4) and (-2,9) has slope -3

A: As we know that: The expression for the slope of the line when it passes through the points, Px1,y1…

Q: P(x, x2) and Q(x+h, x² + 2xh+h²)

A: The slope of the line passes through points  is