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Which of the following numbers are less than -0.625 ?
Choose all answers that apply:
A 
-(8)/(5)
B 
-(5)/(8)
c -0.5

Which of the following numbers are less than 0-0.625625 ?\newlineChoose all answers that apply:\newline(A) 85 -\frac{8}{5} \newline(B) 58 -\frac{5}{8} \newline(C) 0-0.55

Full solution

Q. Which of the following numbers are less than 0-0.625625 ?\newlineChoose all answers that apply:\newline(A) 85 -\frac{8}{5} \newline(B) 58 -\frac{5}{8} \newline(C) 0-0.55
  1. Convert to Decimal Form: To compare the numbers, we need to express them in a common format. Let's convert the fractions to decimal form.\newlineA: 85=1.6-\frac{8}{5} = -1.6\newlineB: 58=0.625-\frac{5}{8} = -0.625\newlineC: 0.5-0.5
  2. Compare to 0.625-0.625: Now let's compare each number to 0.625-0.625.\newlineA: 1.6-1.6 is less than 0.625-0.625 because the more negative a number, the smaller it is.\newlineB: 0.625-0.625 is equal to 0.625-0.625, so it is not less than 0.625-0.625.\newlineC: 0.5-0.5 is greater than 0.625-0.625 because 0.5-0.5 is closer to zero.
  3. Identify Numbers Less Than 0.625-0.625: We can now identify which numbers are less than 0.625-0.625.
    A: 1.6-1.6 (or (8)/(5)-(8)/(5)) is less than 0.625-0.625.
    B: (5)/(8)-(5)/(8) is not less than 0.625-0.625 because it is equal to 0.625-0.625.
    C: 0.5-0.5 is not less than 0.625-0.625.

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