Ross is analyzing a circle, y2 + x2 = 64, and a linear function g(x). Will they intersect?

Question

anonymous · Answer

attachment

anonymous · Answer

Yes, at positive x coordinates

 Yes, at negative x coordinates

 Yes, at negative and positive x coordinates

 No, they will not intersect

solomonzelman · Answer

You haven't posted the g(x) .

solomonzelman · Answer

$\normalsize\color{black}{  y^2 + x^2 = 64 }$  Is a circle that has a center  `(0,0)`  , with radius of 8 units.

anonymous · Answer

g(x)  is in a chart so on x's side is -1,0,1  . on g(x) side it is -4.5,-4, and -3.5

solomonzelman · Answer

x             y

   -1         -4.5
     0          -4
     1          -3.5

this is g(x)  ?

anonymous · Answer

yes

solomonzelman · Answer

If  all of the point on the line g(x)  are given are inside the circle, will g(x) and the circle intersect ?

anonymous · Answer

i guess? haha idk

solomonzelman · Answer

Yes, right:) They will intersect.

anonymous · Answer

at positive coordinates?

solomonzelman · Answer

Once in quadrant 3, and quadrant 1.

anonymous · Answer

so would the answer be the first one?

anonymous · Answer

i am stuck between a and c.

anonymous · Answer

anyone? :D pls