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A is the point (-4, 0) and B is the point (2, 3). M is the midpoint of the line AB. Point C is such that MC = | 3| |-6| Find the coordinates of M and C. (Question 4,a)

A is the point (-4, 0) and B is the point (2, 3). M is the midpoint of the line AB. Point C is such that MC = | 3| |-6| Find the coordinates of M and C. (Question 4,a)
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A is the point (-4, 0) and B is the point (2, 3).

M is the midpoint of the line AB.
Point C is such that MC = | 3|
|-6|
Find the coordinates of M and C.
(Question 4,a)

A is the point (-4, 0) and B is the point (2, 3). M is the midpoint of the line AB-example-1
User Benjol
by
8.0k points

1 Answer

7 votes
Point A to
Point be equals the matter of MC square divided by 24/5 to the third power of C
User Alex Peshik
by
8.9k points
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