Question

The distance between vertical lines p and q is 9 units and p is to the left of q. If T(x0)(ATU) = (R, Rp) (ATUV), what is the value of x?

a) x = 9
b) x = -9
c) x = 0
d) x = 4.5

Answer 1

The given information suggests that there are two vertical lines, p and q, with a distance of 9 units between them, and p is to the left of q. This means that x₀ is 9 units to the left of q, indicating a negative distance from p. Therefore, the transformation T(x₀) results in x = -9. The answer is b) x = -9.

Step-by-step explanation:

The given information suggests that there are two vertical lines, p and q, with a distance of 9 units between them, and p is to the left of q. The notation T(x₀) = (R, Rp) implies a transformation where x₀ is mapped to R and Rp. To find the value of x, we need to consider the options.

If we assume that x represents the distance from p to a point on the number line, then the correct option would be:

b) x = -9

This means that x₀ is 9 units to the left of q, indicating a negative distance from p. Therefore, the transformation T(x₀) results in x = -9.