write the equation of the parabola in vertex form worksheet answers

Write the equation of parabola that has the vertex at origin and focus at (0,-2). c �\$  � � A ? Focus (-4, 0) 7. � � � ? � Write the equation of parabola that has the vertex at (-3,4) and given a point on the parabola as (2,16). Get your answers by asking now.

11. What are the common chord progression notes for a C major harmonic key scale in 3625 chord sequence? Still have questions? �

�lln �b � Write the equation of parabola that has the vertex at origin and focus at (0,-2). Then graph the parabola. Q ĜL0##������0K�Q*� W���فU�Rc�g�b�R� � �vC��fꁪ�a�M,��,H�a� ��b�� �e��-���4� ��j�A��ͤ��r#X=�@Hfnj��_j�BP~nb��G ���K��r�eA�d�eĵ�qH�Q%ļ���v������ �B�ٌ+�|C{It7�&�= LW�A&TT��q ~%6�0�� ��M��a(�咓0�L��2�.����8v��� �K����N�LLJ���%��Y s�:,��@��g t?1�� q�q;e D d EMBED Equation.3 2. � E.g. Focus (2,0) 6. N @ � � � � � � � � � � � � � � � � G H � � � � � � � � � � � � � � � � � � � � � � � � � � � � � � gdX� gd�y� � % & ' � � � � � � � � � � � � � � gd�y� \$a\$gd�Lk gdX� , 1�h��/ ��=!�"�#��\$��%� ������ X D d � 9-3 divided by 1 third + 1 =  Can someone explain why the answer is not 3? Focus at (0, 2) 3. Directrix; x= -2 9. � �2 � \$T�Ȥ~��. write the equation of the the parabola in vertex form given the following information Vertex (8,-1), y-intercept: -17 4.) c �\$  � � A ? D, F, Ab, C. write the equation of the the parabola in vertex form given the following information, Opens up or down, and passes through (11,15) ,( 7,7) , and (4,22), Standard form: a(X-h)²+k = ( -8X²) = -8(X)², Axis of symmetry: X= 0; Vertex (maximum)=(h,k)=( 0, 0); y-intercept is (0,0), p=1/4a; Focus: (h,k+p)=( 0, -1/32); Directrix: y=k-p=0.0313, Standard form: a(X-h)²+k = ( -X²) = -(X)², p=1/4a; Focus: (h,k+p)=( 0, -1/4); Directrix: y=k-p=0.25, Standard form: a(X-h)²+k = ( -1/4X² +4X -16) +16 -17 = -1/4(X -8)² -1, Axis of symmetry: X= 8; Vertex (maximum)=(h,k)=( 8, -1); y-intercept is (0,-17), p=1/4a; Focus: (h,k+p)=( 8, -2); Directrix: y=k-p=0, Standard form: a(X-h)²+k = ( X² -16X +64) -64 +70 = (X -8)² +6, X = 8 ±√( -6) = 8+2.449489742783178i, or 8-2.449489742783178i, Axis of symmetry: X= 8; Vertex (minimum)=(h,k)=( 8, 6); y-intercept is (0,70), p=1/4a; Focus: (h,k+p)=( 8, 25/4); Directrix: y=k-p=5.75. Directrix; y=-3 4.

1.) 0 2 3 4 5 6 7 8 � � � � � � � � � � � � � � � � � � � � � � � � � � � � gd�y� gdX� 8 9 : ; = > ? Write the equation of parabola that has the vertex at (-3,4) and given a point on the parabola as (2,16). � hX� CJ UVaJ j hX� hX� 5�U h+a? # \$ & ' ( � � � � � � � � � � � � ��������������������������ȸ����Ȱ���娠��娘��� hk'� j�3 h�y� Uj�� h�y� Uj h�y� Ujm� hX� Uj5R hX� Uj� hX� Uj hX� UhX� h�y� j h�y� UmH nH u h�y� hksP hX� hX� hX� hX� 5�hX� 3� � � M � Then graph the parabola. EMBED Equation.3 3. write the equation of the the parabola in vertex form given the following information, 6.) Join Yahoo Answers and get 100 points today. 3 "� � ` � �?

: : � & �� �� �� � � � � � � � � � \$ \$ \$ \$ 8 \$ � j � h : � � � � � � � � � � � � � \$ h � l � � � � � � � � � \$ � � � � X � � � ^ � � � � � � � ^ J � � \ ���YT� \$ � @ � � : 0 j � � 7 j � � � � � 8 � � � � � � � � � � � � j � � � � � � � d � � � � � � � � � � � � ���� Worksheet: Parabola Name:______________________________________ Hour:_________ Date:________ Identify the focus and the directrix of each Parabola.

R Focus (-1, 0) 10.

� How did sean connery live to the age of 90 but Biden misses his steps when he's walking to the stage ? Write the equation of the parabola in vertex form given the following information Vertex at origin, focus (0,-1/32) 2.) Then graph them 1. � 5 6 7 8 ?

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