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Let a and b be positive numbers, and let c and d be negative numbers. Which quotient has a value that is always negative? A) a/b ÷ c/d B) a/c ÷ b/d C) c^2/a ÷ b/d D) a/cd ÷b
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c
Can you tell me how you got that answer? I want to understand how you get it.
(-c^2)/a \[\frac{ (-c )^{2} }{ a } \div \frac{ -b }{ d }\]
The square eliminates one negative so that way there is only on and that makes the answer negative.
Oh, thank you! :)
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