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Given the parametric equations $x( t ) ={ t }^{ 2 }-2t$ and $y( t ) ={ t }^{ 2 }-\ln { t } ,$ determine any values of $t$ that yield a point of inflection.

A

$t=0$

B

$t=1$

C

$t=0$ and $t=1$.

D

$t=\sqrt{\cfrac{1}{2}}$

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