Circle a has center of (0,4) and a radius of 6, and circle b has a center of (-3,5) and a radius of 24. what steps will show that circle a is similar to circle b? a. translate circle a using the rule (x+3, y-1) b. rotate circle a 180 degrees about the center c. dilate circle a by a scale factor of 4 d. reflect circle a over the line y = x

We have thatcircle a has center of (0,4) and a radius of 6the equation of a circle a is(x²)+(y-4)²=6²circle b has a center of (-3,5) and a radius of 24the equation of a circle b is(x+3)²+(y-5)²=24²what steps will show that circle a is similar to circle b? step 1translate circle a using the rule (x-3, y+1)center circle a (0,> (0-3,4+> (-3,5)nowcenter circle a is equal center circle bstep 2dilate circle a by a scale factor of 4  soradius circle a is 66*4=24  24 is the radius of circle bradius circle a is equal radius circle bthe answer isthe option  c. dilate circle a by a scale factor of 4

Cthe residual plot for model 1 has a non random pattern and is a good fit for the data

Where’s the following prism