IM Geo.6.13 Lesson: Intersection Points

Which one doesn’t belong?
[table][tr][td]A[/td][td]B[/td][/tr][tr][td][img]data:image/png;base64,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[/img][/td][td][img]data:image/png;base64,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[/img][/td][/tr][tr][td]C[/td][td]D[/td][/tr][tr][td][img]data:image/png;base64,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[/img][/td][td][img]data:image/png;base64,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[/img][/td][/tr][/table]
The equation (x-3)² +(y-2)² =25 represents a circle. Graph this circle on the coordinate grid.
[size=150]Graph the line [math]y=6[/math] above. [/size][br]At what points does this line appear to intersect the circle?[br]
How can you verify that the 2 figures really intersect at these points? Carry out whatever procedure you decide.[br]
[size=150]Graph the line [math]y=x-2[/math] above. [/size][br]At what points does this line appear to intersect the circle? Verify that the 2 figures really do intersect at these points.[br]
[img]data:image/png;base64,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[/img][br][br]Write an equation representing the circle in the graph.[br]
Graph and write equations for each line described:
any line parallel to the [math]x[/math]-axis that intersects the circle at 2 points
any line perpendicular to the [math]x[/math]-axis that doesn’t intersect the circle
the line perpendicular to [math]y=\text{-}\frac{1}{3}x+5[/math] that intersects the circle at [math](6,8)[/math]
Graph the equations y-3=(x-2)² and y-4=2(x-3) and find their point of intersection.
Show that the graph of [math]y-3=\left(x-2\right)^2[/math] and [math]y-4=m\left(x-3\right)[/math] intersect at the point [math]\left(m+1,m^2-2m+4\right)[/math].[br]

IM Geo.6.13 Practice: Intersection Points

Graph the equations (x-2)²+(y+3)²=36 and x=2.
Where do they intersect?
[size=150]Select [b]all[/b] equations for which the point [math]\left(2,-3\right)[/math] is on the graph of the equation.[/size]
[size=150]The image shows a graph of the parabola with focus [math]\left(3,4\right)[/math] and directrix [math]y=2[/math], and the line given by [math]y=4[/math].[/size][br][br][img]data:image/png;base64,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[/img][br][br]Find and verify the points where the parabola and the line intersect.
Here is a line l.
Write equations for and graph 4 different lines perpendicular to [math]\ell[/math].
[size=150]Write an equation whose graph is a line perpendicular to the graph of [math]y=4[/math] and which passes through the point [math]\left(2,5\right)[/math].[/size]
[size=150]Select [b]all[/b] lines that are perpendicular to [math]y-4=-\frac{2}{3}\left(x+1\right)[/math].[/size]
[size=150]Select the line parallel to [math]3x-2y=10[/math].[/size]
[size=150]Explain how you could tell whether [math]x^2+bx+c[/math] is a perfect square trinomial.[/size]

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