Triangle pqr was transformed to create the congruent triangle stu. which describes how triangle pqr could have been transformed

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Step-by-step explanation:

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A triangle pqr is transformed and a new triangle stu is formed.

As you have not depicted the picture, There might be many possibilities.

As you know two triangles are congruent if

1. Sides are equal [ SSS]

2. SAS [Side Angle Side]

3. ASA [ Angle Side Angle]

4. AAS [Angle  Angle SIde]

5. RHS Congruency

Now if Triangle pqr is transformed to congruent Triangle stu .

⇒Following can happen (i)Isometric Transformation (ii)Rotation (iii) Translation (iv) Reflection

⇒Since Isometric Transformation Does not change the size or shape of figure and if we transform the triangle and it's coordinate are changed keeping the length of sides same then triangles can be congruent

⇒ If we Rotate the triangle through certain angle and it's coordinate are changed but it will remain congruent to original triangle.

⇒Similarly if we reflect the figure along a mirror line then also it's coordinate are changed but still it will remain congruent to original triangle.

⇒And in Translation we just glide the shape to a new position without changing the shape and size of triangle, so in this case also coordinates will be changed,but the triangle will remain congruent to original triangle.

These all are possibilities that if triangle pqr is transformed to congruent triangle stu.

step-by-step explanation:

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