AIR MATH

Math Question

18. \( \triangle E F G \) has vertices \( E(-4,0), F(-4,4) \), and \( G(0,0) \). \( \triangle H I J \) has vertices \( H(3,2), I(3,-3) \), and \( J(-2,2) \). Are \( \triangle E F G \) and \( \triangle H I J \) similar? Select the transformations that map \( E F G \) to \( H I J \), and can be used to determine whether or not the triangles are similar. A. Rotate \( 90^{\circ} \) counterclockwise around \( (3,2) \). B. Rotate \( 180^{\circ} \) clockwise around \( (3,2) \). C. \( (x, y) \rightarrow(x-7, y-2) \quad E(-4,0) \) D. \( (x, y) \rightarrow(x-2, y-7) \quad \) F \( (-4,4) \) E. \( (x, y) \rightarrow\left(\frac{4}{5} x, \frac{4}{5} y\right) \) \( G(0,0) \) F. \( (x, y) \rightarrow(4 x, 4 y) \quad H(3,2) \) G. \( (x, y) \rightarrow(5 x, 5 y) \quad \mid(3,-3) \) \( J(-2,2) \)

Solution

solution

AIR MATH homework app,
absolutely FOR FREE!

  • AI solution in just 3 seconds!
  • Free live tutor Q&As, 24/7
  • Word problems are also welcome!
appstoreplaystore

Scan the QR code below
to download AIR MATH!

qrcode