Question
Find the number of values of $x$ satisfying $\left\{x^{2}\right\}+\left[x^{4}\right]=1$
Step 1
Step 1: We are given the equation $\left\{x^{2}\right\}+\left[x^{4}\right]=1$ where $\left\{x^{2}\right\}$ represents the fractional part of $x^{2}$ and $\left[x^{4}\right]$ represents the integral part of $x^{4}$. Show more…
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