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LearningDiagnosticAnalyticsRecommendationsSkill plansMathGA StandardsAlgebra 16.3 Midpoint formula: find the endpoint MV6The midpoint of BC is M(3, 5). One endpoint is C(0, 0). Find the coordinates of the otherendpoint B.Write the coordinates as decimals or integers.B= CSubmit

Respuesta :

Midpoint : M (3, 5 )

Endpoint : C (0,0)

Apply the midpoint formula:

[tex]M(m1,m2)=(\frac{x1+x2}{2},\frac{y1+y2}{2})[/tex]

For the x coordinate:

m1 = (x1+x2) /2

3 = (0 + x2 ) /2

Solve for x2

3 (2) = x2

6= x2

x2 = 6

For the y-coordinate:

m2 = (y1+y2) /2

5 = (0+y2) /2

Solve for y2

5(2)= (0+y2)

10 = y2

y2 =10

Coordinates of endpoint B: (6,10)

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