SOLUTION: Can anyone please provide step-by-step ways to solve this:
If x+ 1/x =2, then prove that x√x + 1/x√x = 2
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-> SOLUTION: Can anyone please provide step-by-step ways to solve this:
If x+ 1/x =2, then prove that x√x + 1/x√x = 2
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Initially since both equations take the exact same form, I say no proof needed. But not stopping with just that, I tried solving the IF equation. Found is , meaning x=+1.
Can we use x=1 to satisfy the other equation? If so, this seems like proof. Can we say, let x=1 and find ? Yes. It is 1. Can we then use this value for in the equation? YES. It works, giving 2=2.
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