No, the given triangles are not similar.
What are similar triangles?
"Similar triangles are such pairs of triangles that have corresponding angles of equal measure and the ratio of the corresponding sides are in proportion."
Formula used
If ΔABC~ΔPQR then,
(AB / PQ) = (BC / QR) = (CA / RP)
According to the question,
Sides of one triangle are 6, 8, and 10
Sides of the second triangle are 10 , 24 and 16.
Substitute the values in the formula to check the similarity of triangle
Here,
(6 / 10) ≠ (8 / 24) ≠(10 / 16)
(6 /24) ≠ (8 / 10) ≠(10 / 16)
(6 / 16) ≠ (8 / 10) ≠(10 /24)
Hence, we conclude Option(B) is the correct answer.
Learn more about Similar triangles here
https://brainly.com/question/25882965
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