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# Find the vertex, focus, directrix, latus rectum and axis of the parabola:(i) \$y^{2}=18 x\$(ii) \$y^{2}=36 x\$;(iii) \$3 y^{2}=20 x\$(iv) \$x^{2}=7 y\$;(v) \$x^{2}=-8 y\$,(vi...

## Question

###### Find the vertex, focus, directrix, latus rectum and axis of the parabola:(i) \$y^{2}=18 x\$(ii) \$y^{2}=36 x\$;(iii) \$3 y^{2}=20 x\$(iv) \$x^{2}=7 y\$;(v) \$x^{2}=-8 y\$,(vi) \$3 x^{2}=8 y\$

Find the vertex, focus, directrix, latus rectum and axis of the parabola: (i) \$y^{2}=18 x\$ (ii) \$y^{2}=36 x\$; (iii) \$3 y^{2}=20 x\$ (iv) \$x^{2}=7 y\$; (v) \$x^{2}=-8 y\$, (vi) \$3 x^{2}=8 y\$ #### Similar Solved Questions

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For this question refer either to the graph for question 7 on page 128 of your textbook or to the reproduction below: (a) On what intervals is the derivative positive? (Use for infinity and -| for negative infinity; and enter the left-most interval first:) <x <x < (b) Where is the derivativ...
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