By observing the number line, state which
of the following statements is not true?
(a) B is greater than -10 (b) A is
greater than 0 (c) B is greater than
(d) 6 is smaller than 0
Answers
Answer:
a. B is greater than -10
I hope it's help you
Answer: The statement ‘B is greater than A’ is NOT TRUE.
See where B and A are located on the number line when looking at the provided integers.
Let's compare all the offered assertions to the pattern indicated on the number to see which of them is false.
a) B is higher than -10 in a. Point B is left of the 0 and plainly before the -10, thus this assertion is accurate.
b) The value of A exceeds 0.
This assertion is also accurate, as we can see at point A, all positive numbers are located to the right of zero.
c) B is superior to A. This is false since the number line plainly shows that A must be bigger than B because B is to the left of zero and A is to the right of zero.
d) B is less than 0; This assertion is accurate. Given that B is located to the left of zero and that all integers left of zero are negative numbers.
It is FALSE to say that B is greater than A. We can see that on the provided number line, B is to the left of zero and A is to the right of zero. As a result, per the number line principles, A must be bigger than B.
learn more about Number Line here
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learn more about Negative numbers here
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