Explain why the equation $x^{2}=16$ has two real- number solutions, while the equation $\sqrt{\mathrm{x}}=4$ has only one real number solution.

Name: Explain why the equation $x^{2}=16$ has two real- number solutions, while the equation $\sqrt{\mathrm{x}}=4$ has only one real number solution.
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The Answer of Explain why the equation $x^{2}=16$ has two real- number solutions, while the equation $\sqrt{\mathrm{x}}=4$ has only one real number solution.

Explain Why the Equation x2=16x^{2}=16x2=16 Has Two Real- Number Solutions, While the Equation

Explain Why the Equation $x^{2}=16$ Has Two Real- Number Solutions, While the Equation