translate triangle A by vector (-3,1) to give triangle B. Then roste your triangle B 180 degrees around the origin to give triangle C. Describe fully the single transformation that maps triangle A onto triangle C

translate triangle A by vector 31 to give triangle B Then roste your triangle B 180 degrees around the origin to give triangle C Describe fully the single trans class=

Respuesta :

Triangle C is in the first quadrant and this transformation is done by translating triangle A by a vector (-3,1) and then rotating the triangle B by 180 degrees.

Given :

  • Translate triangle A by a vector (-3,1) to give triangle B.
  • Then rotate your triangle B 180 degrees around the origin to give triangle C.

The following steps can be used to describe the transformation that maps triangle A onto triangle C:

Step 1 - Triangle A is given in the fourth quadrant.

Step 2 - Now, as per the given data translate triangle A by a vector (-3,1) which means the triangle shift in the negative x-axis by a factor of 3 and also shift downwards in the negative y-axis by a factor of 1.

The resulting triangle is in the third quadrant which is triangle B.

Step 3 - Now, rotate the triangle B by 180 degrees. So, the resulting triangle is triangle C which is in the first quadrant.

For more information, refer to the link given below:

https://brainly.com/question/4700926