Question

are these shapes similar? yes no submit

Explanation:

Step1: Check the side - length ratios

For two triangles to be similar, the ratios of their corresponding side lengths should be equal.
Let's assume a correspondence. But in triangle \(ABC\) (with sides \(44\), \(44\), \(28\)) and triangle \(LMN\) (with sides \(44\), \(27\), \(40\)).
If we consider the ratios: \(\frac{44}{44} = 1\), \(\frac{27}{44}
eq1\), \(\frac{40}{28}=\frac{10}{7}
eq1\)

Step2: Conclusion based on similarity criteria

Since the ratios of the side lengths are not equal (and we also don't have information about all - angle equalities to use AA (angle - angle) similarity, and SSS (side - side - side) similarity is not satisfied as side - length ratios are not equal), the two triangles are not similar.

Answer:

no