Let c and d stand for two different rational numbers. If |c| < |d| , then what else must be true? a: c is closer to 0 then d is b: c is less than d c: on a number line, c is to the left of d d: the opposite of c is greater than the opposite of d

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asked Mar 14, 2022 104k views

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Let c and d stand for two different rational numbers. If |c| < |d| , then what else must

be true?
a: c is closer to 0 then d is
b: c is less than d
c: on a number line, c is to the left of d
d: the opposite of c is greater than the opposite of d

Mathematics
high-school

Laurent Mazuel asked

by Laurent Mazuel

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Answer:

c: on a number line, c is to the left of d

Alexander Cosman answered Mar 18, 2022

by Alexander Cosman

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