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If 8a6b3 < 0, then which of the following CANNOT be true?
  • a)
    b < 0
  • b)
    b > 0
  • c)
    a = b
  • d)
    a < 0
  • e)
    a > 0
Correct answer is option 'B'. Can you explain this answer?
Most Upvoted Answer
If 8a6b3 < 0, then which of the following CANNOT be true?a)b < 0...
In order for 8a6b3 to be less than zero, either 8 or a6 or b3 must be less than zero. However, it is obvious that 8 > 0 and any number taken to an even power is nonnegative. Thus b3 < 0 and in order for that to be true, b < 0. Of the answer choices, only b > 0 CANNOT be true.
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If 8a6b3 < 0, then which of the following CANNOT be true?a)b < 0...
The given expression "8a6b3" is not complete. It seems to be a combination of numbers and letters, but without further information or context, it is not possible to determine its meaning or value.
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If 8a6b3 < 0, then which of the following CANNOT be true?a)b < 0b)b > 0c)a = bd)a < 0e)a > 0Correct answer is option 'B'. Can you explain this answer?
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