[img]data:image/png;base64,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[/img]
Diego squared a number and got 4. Andre squared a different number and got 4. What were the numbers that Diego and Andre squared?
Jada squared a number and got -4. Elena squared a different number and got -4. What were the numbers that Jada and Elena squared?
[size=150]Find [b]all [/b]solutions to each equation.[/size][br][br][math]a^2=1[/math]
[math]c^2=\text{-}9[/math]
[math]d^2=\text{-}5[/math]
[math]\sqrt[3]{a+2}=4[/math]
[math]\sqrt[3]{b}+5=4[/math]
[math]\sqrt[3]{c-1}-14=\text{-}4[/math]
Explain how you know that [math]\sqrt{\text{-}1}[/math] is not a negative number.