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If x is the principal square root of 7, what must be true?
A. x = 7^2, and x is negative
B. x^2 = 7, and x is negative
C. x^2 = 7, and x is positive
D. x = 7^2, and x is positive
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What do you think? Maybe try to prove them wrong, by finding a counter-example.
i think D
As an example: A. x = 7^2, and x is negative \[7^2=49\]Is always a positive number, so in order for \[x=49\] It has to be positive, not negative.
Yeap, that is correct :)
thank you tommy
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49 positive
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