A circle is centered at the origin and contains the point (-6, 0.) Use complete sentences and proper grammar to give a justification as to whether or not the p

Question

COULD ONE OF YALL PLEASE HELP ME WITH THIS QUESTION PLEASE AND THANK U  THIS QUESTION IM SUPPOSED TO FIND OUT WHERE THE POINT THAT WAS GIVEN LIES ON THE CIRCLE

Answer 1

A circle with its center at the Origin [that is, the point (0,0)] with the point (-6,0) on the circle, has a radius of 6 and also has the points (0,6), (6,0) and (0,-6) on the circle.

 

Points on the circle satisfy the equation (note: not function) x² + y² = 36.

 

Other points on the circle include (refer to the Pythagorean Theorem): (1,√35), (5,√11), etc.

Answer 2

A circle centered at the origin containing the point (-6,0)  has the equation x²+y²=36.  Any other question about the circle may be answered using this. Exactly what is your question.  What you posted is incomplete.

Answer 3

According to the wording of the problem, the circle contains the point (6,0).  As such, the point (6,0) is also on the circle. That is, I believe, the definition of "contains".