ovoxoclovd
Answered

Tanya’s rotation maps point K(24, –15) to K’(–15, –24). Which describes the rotation?

90 ̊ clockwise rotation

270 ̊ clockwise rotation

180 ̊ rotation

90 ̊ counterclockwise rotation

Verified Answer :

texaschic101

90 degree rotation clockwise : (a,b) --> (b,-a)
so... (24,-15) --> (-15,-24) is a 90 degree clockwise rotation

The interchange in the location of the x and y-values, and the placement

of the negative sign indicate a 90° clockwise rotation.

Response:

  • 90° clockwise rotation

Which formula can be used to know the correct transformation?

The given coordinates of the point is; K(24, -15)

The image of the point K is K'(-15, -24), which represents a

transformation of the type;

(x, y) \(\longrightarrow\) (y, -x)

The above transformation is equivalent to a rotation of 90° clock wise.

  • \((x, \ y) \ \underrightarrow{90^{\circ} \, clock \, wise \, rotation } \ (y, \ -x)\)

  • The correct option is therefore; 90° clockwise rotation

Learn more about rotation transformation here:

https://brainly.com/question/16634655