Answer :
The statement 115 < -225 because 115 is located to the right of -225 on the number line is not true.
What is a number line?
The horizontal straight lines in mathematics known as number lines are where integers are arranged in equal intervals. A number line can be used to represent every number in a sequence. This line continues forever at both ends.
On a number line as we go from left to right the numbers increase. For the given numbers, 115 > -135> -225 as 115 is located on the right of the number line.
Hence, statement one 115 < -225 because 115 is located to the right of -225 on the number line is not true.
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Final answer:
The only statement that is not true among the given options is that 115 is less than -225. This is incorrect because numbers to the right on a number line are greater than those to the left, making 115 greater than -225.
Explanation:
The question involves understanding the properties of numbers on a number line and applying the rules of comparison.
115 < -225 because 115 is located to the right of -225 on the number line. This statement is not true because on a number line, numbers to the right are greater than those to the left. Hence, 115 is greater than -225.
115 > -135 because 115 is located to the right of -135 on the number line. This statement is true.
-225 < -135 because -135 is located to the right of -225 on the number line. This statement is also true.
115 > -225 because 115 is located to the right of -225 on the number line. This statement is true.
The only not true statement is the first one, which incorrectly suggests that 115 is less than -225.
