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    If root x is equivalent to x to the power of a 1/2, then what is x root x?
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    (Original post by Anonymous1502)
    If root x is equivalent to x to the power of a 1/2, then what is x root x?
    If you mean the xth root of x, then x ^ (1/x)
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    (Original post by Anonymous1502)
    If root x is equivalent to x to the power of a 1/2, then what is x root x?
    Perhaps to the power 1.5?
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    (Original post by AHappyStudent)
    If you mean the xth root of x, then x ^ (1/x)
    Yes,sorry I should have written it differently x√x
    Thank you.
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    (Original post by Anonymous1502)
    If root x is equivalent to x to the power of a 1/2, then what is x root x?
    x\cdot x^{1/2}= x^1 \cdot x^{1/2} then recall your index laws.
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    x^3/2 (x to the power of 3/2)
 
 
 
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