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A curve is defined parametrically be equations {x}={t}^{{2}}{a

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A curve is defined parametrically be equations $x = t^{2} a n d y = t^{3}$ . A variable pair of perpendicular lines through the origin $O$ meet the curve of $P a n d Q$ . If the locus of the point of intersection of the tangents at $P a n d Q$ is $a y^{2} = b x - 1,$ then the value of $(a + b)$ is____

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A curve is defined parametrically be equations

x = t^{2} a n d y = t^{3}

. A variable pair of perpendicular lines through the origin

O

meet the curve of

P a n d Q

. If the locus of the point of intersection of the tangents at

P a n d Q

a y^{2} = b x - 1,

then the value of

(a + b)

is____

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