Solved

Sketch the Graph of the Equation (x+3)2+(y+2)2=4(x+3)^{2}+(y+2)^{2}=4 A) Center (3,2)( - 3 , - 2 )

Question 39

Multiple Choice

Sketch the graph of the equation. If the graph is a parabola, find its vertex. If the graph is a circle, find its center and
radius.
- (x+3) 2+(y+2) 2=4(x+3) ^{2}+(y+2) ^{2}=4
 Sketch the graph of the equation. If the graph is a parabola, find its vertex. If the graph is a circle, find its center and radius. - (x+3) ^{2}+(y+2) ^{2}=4     A)  center  ( - 3 , - 2 )  ; radius  = 2    B)  center  ( 3,2 )  ; radius  = 2    C)  center  ( 3 , - 2 )  ; radius  = 2    D)  center  ( - 3,2 )  ; radius  = 2


A) center (3,2) ( - 3 , - 2 ) ; radius =2= 2
 Sketch the graph of the equation. If the graph is a parabola, find its vertex. If the graph is a circle, find its center and radius. - (x+3) ^{2}+(y+2) ^{2}=4     A)  center  ( - 3 , - 2 )  ; radius  = 2    B)  center  ( 3,2 )  ; radius  = 2    C)  center  ( 3 , - 2 )  ; radius  = 2    D)  center  ( - 3,2 )  ; radius  = 2
B) center (3,2) ( 3,2 ) ; radius =2= 2
 Sketch the graph of the equation. If the graph is a parabola, find its vertex. If the graph is a circle, find its center and radius. - (x+3) ^{2}+(y+2) ^{2}=4     A)  center  ( - 3 , - 2 )  ; radius  = 2    B)  center  ( 3,2 )  ; radius  = 2    C)  center  ( 3 , - 2 )  ; radius  = 2    D)  center  ( - 3,2 )  ; radius  = 2
C) center (3,2) ( 3 , - 2 ) ; radius =2= 2
 Sketch the graph of the equation. If the graph is a parabola, find its vertex. If the graph is a circle, find its center and radius. - (x+3) ^{2}+(y+2) ^{2}=4     A)  center  ( - 3 , - 2 )  ; radius  = 2    B)  center  ( 3,2 )  ; radius  = 2    C)  center  ( 3 , - 2 )  ; radius  = 2    D)  center  ( - 3,2 )  ; radius  = 2
D) center (3,2) ( - 3,2 ) ; radius =2= 2
 Sketch the graph of the equation. If the graph is a parabola, find its vertex. If the graph is a circle, find its center and radius. - (x+3) ^{2}+(y+2) ^{2}=4     A)  center  ( - 3 , - 2 )  ; radius  = 2    B)  center  ( 3,2 )  ; radius  = 2    C)  center  ( 3 , - 2 )  ; radius  = 2    D)  center  ( - 3,2 )  ; radius  = 2

Correct Answer:

verifed

Verified

Unlock this answer now
Get Access to more Verified Answers free of charge

Related Questions