Topic:- Locus
Find the equation of the Locus of the variable point (at²,2at) where 't' is the parameter .
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Given to find the locus of the variable point
(at², 2at) where t is the parameter
Solution:-
Let the given point (at² , 2at ) = (x , y )
x = at² --------- eq 1
y = 2at --------- eq 2
Here t is the parameter that means we have to eliminate t and we have to find locus
So,
We shall do Squaring on both sides for point y
(y)² = (2at)²
y² = 4a²t²
Take common 4a
y² = 4a(at²)
From equation 1 We can write at² as x
y² = 4ax
So, the equation of locus is y² = 4ax
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