Question

Suppose D has a coordinate of 11 and DE=5. What are the possible midpoints of DE?

A) 6,16
B) 8.5, 13.5
C) 3,8
D) 2.5, 5.5

How do i solve this?

Answer 1

Answer: BLUE

Step-by-step explanation: Basially the world is flat therfore the relative atomic mass of the colour blue is newtons law as a result a blue object is flying at speeds of lihtning therfore that object is blue so the answer is blue.

Answer 2

B) 8.5, 13.5

Explanation:

To find the possible midpoints of line segment DE, we need to first find the coordinates of point E. The midpoint of a line segment is the point that is exactly halfway between the two endpoints of the line segment.

To find the coordinates of point E, we can use the given information that D has a coordinate of 11 and that the length of line segment DE is 5. Since the length of line segment DE is 5, the coordinate of E must be either 6 (if E is to the right of D) or -4 (if E is to the left of D). Therefore, the possible coordinates of point E are (6, 11) or (-4, 11).

Next, we can find the coordinates of the midpoint of line segment DE by taking the average of the coordinates of points D and E. If the coordinates of E are (6, 11), then the midpoint of DE is (6 + 11)/2 = 8.5, 13.5. If the coordinates of E are (-4, 11), then the midpoint of DE is (-4 + 11)/2 = 3.5, 11.

Therefore, the possible midpoints of DE are (8.5, 13.5), which correspond to answer B, respectively.