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Let M(4,5) be the midpoint of the line segment (AB] If A(6,4) then:

B(2,6)

B(2,2)

B(2,4)

Consider the function graphed below: Then:

f has one relative maximum (0,2) and one relative minimum (2,2)

f has two relative maxima (1,3) and (3,3) and one relative minimum (2,0)

f has one relative maximum (3,4) and one relative minimum (0,1)

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01:05

What is the midpoint of the line segment with endpoints (-2,-4) and (4,6)?A. (-6,10)B. (-3,5)C. (1,1)D. (2.2)E. (3,5)

02:05

(a) Find the distance $d(A, B)$ between $A$ and $B$(b) Find the midpoint of the segment $A B$$$A(-2,-5), \quad B(4,6)$$

03:08

Find $A B$ and the coordinates of the midpoint of $\overline{A B} .$ Round to the nearest tenth, if necessary.$$A(2,-2,4), B(-2,2,-4)$$

01:38

Consider the points $A=(2,3,-5), B=(8,9,1),$ and $\mathrm{C}=(3,17,1)$a Find the midpoint of $\overline{\mathrm{AB}}$.b Find, to the nearest tenth, the length of the median fromC to $\overline{\mathrm{AB}}$.

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