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Question Id : 9866 | Context : DU MCA 2020
The condition for the line $x\cos\alpha+y\sin\alpha=p$ to touch the curve $\left(\dfrac{x}{a}\right)^3+\left(\dfrac{y}{b}\right)^3=1$ is $(a\cos\alpha)^t+(b\sin\alpha)^t=p^t$ where $t$ is equal to


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