Lesson 9: Coordinate Proofs Using Slope Opening Exercise A triangle in the coordinate plane has vertices A(5,4), B(-3, 2), and C(2,-1). Is it a right triangle? If so, at which vertex is the right angle? (Use the axes below to help you!)

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A: By using distance formula first we will find it's distance then it's slope

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Q: 5) Triangle ABC is formed by the vertices A (-4, 4) B (0, 2) C (2, 6). Fill out the table of slopes…

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Q: Lesson 9 Lesson 9: Coordinate Proofs Using Slope Opening Exercise A triangle in the coordinate plane…

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Q: Topic: Lesson 3.2:Using Coordinates to Prove Geometric Theorems with Slope and Distance Check for…

A: Please see the answer in Step 2

Q: Coordinate Geometry Given points J(1, 4), A(3, 5), and G(2, 1), graph AJAG and its reflection image…

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Q: Skill Practice 2 Determine if the points X(-6, –4), Y(2, -2), and Z(0, 5) form the vertices of a…

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A: We have to graph each coordinate. Using slope, distance formula, or midpoint formula prove whether…

Q: 9. Segment KM is graphed on the coordinate grid where Kis (-25, 6) and Mis (17, -12). Point Dis of…

A: Since you posted multiple question we solve the first question for you. to get the solution of…

Q: Page 52 - Module 3 Lesson 9: Coordinate Proofs Using Slope Opening Exercise Graph the Points a)…

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A: The value of x is 5 The value of y is 12 The value of z is 8   The detailed solution is as follows…

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A: We have to find the altitude from vertex B of the triangle to side AC.

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Q: Similarity of triangles On the graph: CD = 9 (CE), AD = 16, find CB

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A: For two similar shapes, scale factor is the ratio of corresponding side.

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Q: Line segment BA has endpoints B(-3,0) and A(5,4). What are the coordinates of the point located of…

A: Given that the line segment BA whose coordinate B-3,0 , A5,4 To find : coordinate of the point…

Q: piil Rahng the image below, which point is the vertex of the angle? C A A C all of the above 19

A: We have to find

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Q: Lesson 6.5C~Angle Relationships Date Period Name Each diagram shows similar triangles. 1. a. MZKML =…

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Q: Directions: The pairs of polygons below are similar. Give the scale factor of figure A to figure B.

A: Clearly by tilting one of them each side is getting multiplied by factor of 4.

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