On A Coordinate Plane, Triangle J K L Has Points (0, Negative 1), (Negative 2, 1), And (3, 3). Reflect The Triangle Over The Y-Axis And Find The Coordinate Of The Image Of Point K.

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On A Coordinate Plane, Triangle J K L Has Points (0, Negative 1), (Negative 2, 1), And (3, 3). Reflect The Triangle Over The Y-Axis And Find The Coordinate Of The Image Of Point K.. Identify the coordinates of point k. The distance formula is a mathematical formula.

Area of Triangle in Coordinate Geometry Formula Area of Triangle
Area of Triangle in Coordinate Geometry Formula Area of Triangle from forestparkgolfcourse.com

When reflecting a point (x, y) over. Reflect the coordinates over the line y = x. J ′ (− 1, 2), k ′ (2, − 1), and.

When Reflecting A Point (X, Y) Over.


The distance formula is a mathematical formula. J (− 4, 4), k (− 1, 1), and l (− 3, − 2). Identify the coordinates of point k.

Then, Graph The Translated Triangle J ′ K ′ L ′ Using The New Vertices:


If trapezoid jklm is translated according to the rule. A reflection over the line y = x swaps the x and y coordinates. Reflect the coordinates over the line y = x.

First, Graph The Original Triangle J K L Using Its Vertices:


Triangle (if a triangle has a right angle, it is a right triangle); To calculate the properties of a triangle when given the coordinates of its vertices, you can use the distance formula and the law of cosines. * j (2, 2) * k (2, 5) * l (0, 2) step 1:

Trapezoid Jklm On The Coordinate Plane With Ordered Pairs At J Negative 2, 1, At K 1, 1, At L 3, Negative 2, At M Negative 4, Negative 2.


Identify the coordinates of the vertices of triangle jkl. Abc is an isosceles triangle (an isosceles triangle has two congruent sides). Ac ≅bc = 34 (distance formula);

J ′ (− 1, 2), K ′ (2, − 1), And.


Therefore, the correct answer is k' (2, 1).

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