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Question
which two consecutive integers does $-sqrt{75}$ lie between? a 8 and 9 b 9 and 10 c -8 and -9 d -9 and -10
Step1: Find perfect squares around 75
$8^2=64$, $9^2=81$
Step2: Compare $\sqrt{75}$ to integers
$64<75<81$, so $8<\sqrt{75}<9$
Step3: Negate all inequalities
$-9<-\sqrt{75}<-8$
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C. -8 and -9