Find The Equation Of The Locus Of A Point P The Square Of Whose Distance From The Horizon 4Times Its Y Quadrant
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Answer:
y² = 4x
Step-by-step explanation:
Find The Equation Of The Locus Of A Point P The Square Of Whose Distance From The Horizon 4Times Its Y Quadrant
Let say Point P = ( x , y)
Distance from Horizon ( x axis) = y
Distance from y axis = x
The Square Of Whose Distance From The Horizon = 4 * Distance from y axis
y² = 4x
if we take distance from origin instead of horizon then
Distance from origin = √x² + y²
(√x² + y²)² = 4x
=> x² + y² = 4x
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