Details of this Paper

Mathematics Problem Questions

Description

solution


Question

Question;Matrices;1. A triangle has vertices (?2, ?3), (3, 5), and (8, ?1).;a. Write a matrix expression to represent reflecting the triangle across the;x-axis. Evaluate the matrix expression and list the coordinates of the vertices;of the transformed figure.;b. Write a matrix;expression to represent rotating the triangle 90? clockwise. Evaluate the;matrix expression and list the coordinates of the vertices of the transformed;figure.; src="data:image/png,base64,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" v:shapes="Picture_x0020_1">

 

Paper#60938 | Written in 18-Jul-2015

Price : $20
SiteLock