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Graph the Parabola (y1)2=12(x1)( y - 1 ) ^ { 2 } = - 12 ( x - 1 )

Question 60

Multiple Choice

Graph the parabola. Find the focus and the endpoints of the latus rectum.
- (y1) 2=12(x1) ( y - 1 ) ^ { 2 } = - 12 ( x - 1 )


A) focus: (4,1) ( - 4,1 )
latus rectum: (4,5) ,(4,7) ( - 4,5 ) , ( - 4 , - 7 )
 Graph the parabola. Find the focus and the endpoints of the latus rectum. - ( y - 1 )  ^ { 2 } = - 12 ( x - 1 )   A)  focus:  ( - 4,1 )   latus rectum:  ( - 4,5 )  , ( - 4 , - 7 )     B)  focus:  ( 4,1 )   latus rectum:  ( 4,7 )  , ( 4 , - 5 )      C)  focus:  ( - 2,1 )   latus rectum:  ( - 2,7 )  , ( - 2 , - 5 )     D)  focus:  ( 1,1 )   latus rectum:  ( 1,7 )  , ( 1 , - 5 )
B) focus: (4,1) ( 4,1 )
latus rectum: (4,7) ,(4,5) ( 4,7 ) , ( 4 , - 5 )
 Graph the parabola. Find the focus and the endpoints of the latus rectum. - ( y - 1 )  ^ { 2 } = - 12 ( x - 1 )   A)  focus:  ( - 4,1 )   latus rectum:  ( - 4,5 )  , ( - 4 , - 7 )     B)  focus:  ( 4,1 )   latus rectum:  ( 4,7 )  , ( 4 , - 5 )      C)  focus:  ( - 2,1 )   latus rectum:  ( - 2,7 )  , ( - 2 , - 5 )     D)  focus:  ( 1,1 )   latus rectum:  ( 1,7 )  , ( 1 , - 5 )
C) focus: (2,1) ( - 2,1 )
latus rectum: (2,7) ,(2,5) ( - 2,7 ) , ( - 2 , - 5 )
 Graph the parabola. Find the focus and the endpoints of the latus rectum. - ( y - 1 )  ^ { 2 } = - 12 ( x - 1 )   A)  focus:  ( - 4,1 )   latus rectum:  ( - 4,5 )  , ( - 4 , - 7 )     B)  focus:  ( 4,1 )   latus rectum:  ( 4,7 )  , ( 4 , - 5 )      C)  focus:  ( - 2,1 )   latus rectum:  ( - 2,7 )  , ( - 2 , - 5 )     D)  focus:  ( 1,1 )   latus rectum:  ( 1,7 )  , ( 1 , - 5 )
D) focus: (1,1) ( 1,1 )
latus rectum: (1,7) ,(1,5) ( 1,7 ) , ( 1 , - 5 )
 Graph the parabola. Find the focus and the endpoints of the latus rectum. - ( y - 1 )  ^ { 2 } = - 12 ( x - 1 )   A)  focus:  ( - 4,1 )   latus rectum:  ( - 4,5 )  , ( - 4 , - 7 )     B)  focus:  ( 4,1 )   latus rectum:  ( 4,7 )  , ( 4 , - 5 )      C)  focus:  ( - 2,1 )   latus rectum:  ( - 2,7 )  , ( - 2 , - 5 )     D)  focus:  ( 1,1 )   latus rectum:  ( 1,7 )  , ( 1 , - 5 )

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