2.18. Halah drew right triangle A JKL. She then drew A RST, which was a dilation of A JKL by a scale factor of 0.25 with a center of dilation at point J. Which of these can be used to prove that A RST is similar to A JKL? A. m2T = m2L and mzR=m2]_ B. m2T = 0.25 mLL and mzR=mz] C. m2T = m2L and mzR=0.25m/J D. mzT = 0.25, m2L and mzR=0.25(m2J) %3D
2.18. Halah drew right triangle A JKL. She then drew A RST, which was a dilation of A JKL by a scale factor of 0.25 with a center of dilation at point J. Which of these can be used to prove that A RST is similar to A JKL? A. m2T = m2L and mzR=m2]_ B. m2T = 0.25 mLL and mzR=mz] C. m2T = m2L and mzR=0.25m/J D. mzT = 0.25, m2L and mzR=0.25(m2J) %3D
Algebra and Trigonometry (MindTap Course List)
4th Edition
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Author:James Stewart, Lothar Redlin, Saleem Watson
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Chapter1: Equations And Graphs
Section1.CT: Chapter Test
Problem 1CT: aPlot the points P0, 3, Q3, 0, and R6, 3 in the coordinate plane. Where must the point S be located...
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![2.18. Halah drew right triangle A JKL. She then drew A RST, which was a dilation of A JKL by a
scale factor of 0.25 with a center of dilation at point J. Which of these can be used to prove that
A RST İs similar to A JKL?
A. m2T = mzL and m<R=mL]
B. mLT = 0.25 mLL and m<R=mL]
C. m2T = m2L and m<R=0.25m2]
D. m2T = 0.25, m2L and mZR=0.25(m²J)](/v2/_next/image?url=https%3A%2F%2Fcontent.bartleby.com%2Fqna-images%2Fquestion%2Fa9a0ab83-5f56-4ab1-b3ea-18139ab7af0e%2Fc21fcffa-4b25-47ff-969a-3fae3493b897%2Fuuthi2_processed.png&w=3840&q=75)
Transcribed Image Text:2.18. Halah drew right triangle A JKL. She then drew A RST, which was a dilation of A JKL by a
scale factor of 0.25 with a center of dilation at point J. Which of these can be used to prove that
A RST İs similar to A JKL?
A. m2T = mzL and m<R=mL]
B. mLT = 0.25 mLL and m<R=mL]
C. m2T = m2L and m<R=0.25m2]
D. m2T = 0.25, m2L and mZR=0.25(m²J)
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