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Triangles X Y Z and M N O are shown. The length of side X Y is 21 and the length of Y Z is 14. The length of side N O is 4 and the length of M O is 5. What additional information is needed to prove that the triangles are similar? To prove △XYZ ~ △MNO using SSS, you need to know that . Now that you know the length of XZ, you need to know that angle O is congruent to to prove △XYZ ~ △MNO using SAS.

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Answer:

MN = 6 and XZ = 17.5

Angle Z

Explanation:

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In order to prove that triangle XYZ is equal to MNO using the SSS  

  • We know that the, MN = 6 and XZ = 17.5 and the length of XY is 21 and YZ is 14. the length of NO is 4, and that of MO is 5.
  • We know that the length XZ is Angle O Is congruent to Angle Z and thus to  
  • Prove that Triangles XYZ and MNO are equal.

Learn more about the Triangles X Y Z and M N O are shown

brainly.com/question/11741987.

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