When studying integers, zero is _________.

Select one:
a. a positive
b. neither a positive nor a negative.
c. a negative

Question 3

On a number line the numbers to the right are _________ numbers to the left.

Select one:
a. equal to
b. great than
c. less than

Question 4

-4 ____ 2

Select one:
a. is greater than
b. is equal to
c. is less than

Question 5

On a Coordinate Plane, zero is the _________.

Select one:
a. origin
b. end
c. quadrant

What do you think? I will check your answers.

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This is not a website for getting answers. It is a website for getting help with problems you are having getting YOUR own answers.

rbowh is correct.

Jiskha tutors do not give answers. We HELP students. If you'd posted your answers, someone probably would have checked them and told you which ones were wrong. If you asked for an explanation, someone would probably had explained it to you.

Question 1: When studying integers, zero is _________.

To answer this question, we need to understand the properties of zero in integers. In the context of integers, zero is considered neither positive nor negative. It is its own unique value that is neither greater than nor less than any other integer. Therefore, the correct answer is b. neither a positive nor a negative.

Question 2: On a number line, the numbers to the right are _________ numbers to the left.

To answer this question, we need to visualize a number line and understand its orientation. On a number line, the numbers to the right are greater than the ones to the left. Therefore, the correct answer is b. greater than.

Question 3: -4 ____ 2

To compare two numbers, we need to understand the concept of greater than, equal to, and less than. In this case, -4 is to the left of 2 on the number line. Since we move from left to right on a number line, we can see that 2 is greater than -4. Therefore, the correct answer is a. is greater than.

Question 4: On a Coordinate Plane, zero is the _________.

To answer this question, we should have an understanding of a coordinate plane. In a standard coordinate plane, zero is located at the point where the horizontal x-axis and the vertical y-axis intersect. This point is called the origin. Therefore, the correct answer is a. origin.