Atriangle abc with vertices a (6, 8), b (6, 12), and c (10, 12) is rotated 90º . what are the coordinates of a'?

Answer : coordinates of A ( clockwise)  is  ( 6 , 8 ) →→ (8 , -6).

coordinates of A ( counter clockwise)  is  ( 6 , 8 ) →→ (-8 , 6).

Step-by-step explanation:

Given  :  triangle ABC with vertices A (6, 8), B (6, 12), and C (10, 12)  is rotated 90°.

To find : what are the coordinates of B.

Solution : We have given

Vertices  A (6, 8), B (6, 12), and C (10, 12)   is rotated 90° .

By the rotation rule of 90°( clockwise)  is  ( x , y ) →→ (y , -x).

          Rule of 90°( counter clockwise)  is  ( x , y ) →→ (-y , x).

Then coordinates of A ( clockwise)  is  ( 6 , 8 ) →→ (8 , -6).

coordinates of A ( counter clockwise)  is  ( 6 , 8 ) →→ (-8 , 6).

Therefore,  coordinates of A ( clockwise)  is  ( 6 , 8 ) →→ (8 , -6).

coordinates of A ( counter clockwise)  is  ( 6 , 8 ) →→ (-8 , 6).

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step-by-step explanation:

in mathematics, a constraint is a condition of an optimization problem that the solution must satisfy. there are several types of constraints—primarily equality constraints, inequality constraints, and integer constraints. the set of candidate solutions that satisfy all constraints is called the feasible set.

hoped i'm right lol