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[/img][/td][td][img]data:image/png;base64,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[/img][/td][/tr][/table]
[size=150]Estimate the solution(s) from the graph of [math]y=x^3[/math]. Check your estimate by substituting it back into the equation[/size].[br][br][math]x^3=8[/math]
[math]x^3=\text{-}8[/math]
[math]x^3=\text{-}2[/math]
Use the graph of [math]y=\sqrt[3]{x}[/math] to estimate the solution(s) to [math]\sqrt[3]{x}=\text{-}4[/math].[br]
Use the meaning of cube roots to find an exact solution to the equation [math]\sqrt[3]{x}=\text{-}4[/math]. How close was your estimate?[br]
Find the solution of the equation [math]\sqrt[3]{x}=3.5[/math] using the meaning of cube roots. Use the graph to check that your solution is reasonable.[br]
Choose 4 equations and solve them. At least one should be from your “least difficult” list and at least one should be from your “most difficult” list.[br]
All of these equations were equivalent to equations that could be written in the form [math]\sqrt[3]{ax+b}+c=0[/math] for some constants [math]a,b,[/math] and [math]c[/math]. Find a formula that would solve any such equation for in terms of [math]a,b,[/math] and [math]c[/math].