The Other Side of Zero

On the number line, which number is exactly in the middle of $-3$ and $3$?

Which of the following is a negative integer?

Which of the following is a positive integer?

What do we get when we subtract $1$ from any integer?

Which of the following integers is greater than $-10$ but smaller than $-5$?

What is the sum of an integer and its additive inverse?

Find the value of $15 - 18 + 3$.

How many units away is $-15$ from its successor on the number line?

Arrange the following in ascending order: $-5, 0, 2, -10, -1, 5$.

What is the sum of the additive inverse of $10$ and the additive inverse of $-15$?

If you have $1$ negative token and add $10$ positive tokens, what is the value?

What integer is represented by $9$ zero pairs?

If you have $6$ negative tokens and add $6$ positive tokens, what is the sum?

What is the result of $0 + (-7)$ using the token model?

If you add $2$ positive tokens and $5$ negative tokens to an empty bag, what is the final value?

In the token model, if the value is $-10$ and there are $10$ negative tokens, how many positive tokens are there?

Which combination of tokens represents the largest value?

Starting with 4 positive tokens, you add 10 zero pairs. Then you remove 7 positive tokens and 3 negative tokens. What is the final net value?

A set has 8 negative tokens. We add some zero pairs and then remove 5 positive tokens. The final net value is?

If we represent the number $-6$ with 20 total tokens, how many zero pairs are present in the set?

What is the additive inverse of $12$?

What is the predecessor of $-5$?

What is the successor of $-10$?

How many negative integers are greater than $-5$?

On a horizontal number line, if you start at the integer $-4$, move $9$ units to the right, and then move $12$ units to the left, which integer will you reach?

A diver is at a depth of $12$ meters below sea level. If he dives down another $8$ meters and then swims up $5$ meters, what is his final position relative to sea level?

An elevator in a shopping mall starts at floor $3$, descends $7$ floors into the basement, and then ascends $2$ floors. At which floor level does the elevator stop?

Which of the following is the sum of an integer and its opposite?

Find the value of $y$ such that $y - 10 = -25$.

A diver is $20$ meters below sea level. He descends another $10$ meters and then swims up $15$ meters. How many meters below sea level is he now?

What is the value of $10 - 20$?

On a number line, to get $-3$ starting from $-1$, in which direction and how many units should we move?

What is the opposite of 'Going North'?

What is the result of $-5 + 0$?

Find the result when the sum of $-25$ and $40$ is subtracted from the sum of $-10$ and $-15$.

Evaluate the following: $|-20| + |20| - |-5|$.

What is the successor of the predecessor of $0$?

How many units away is $-8$ from $+5$ on the number line?

Find the value of $x$ if $x$ is $3$ more than the additive inverse of $-7$.

Calculate: $100 - [(-50) + (-20)]$.

The integer for 'a withdrawal of $₹ 500$' is:

Which of the following describes the position of $5$ relative to $-5$ on a number line?

What is the predecessor of $-100$?

What is the successor of $-100$?

Calculate the sum of the successor of the integer $-25$ and the predecessor of the integer $10$.

Imagine a marker on a number line starting at $-5$. It moves $8$ units to the right and then $12$ units to the left. What is the absolute value of the integer at which the marker finally stops?

A merchant in ancient India used the rules of Brahmagupta, where a 'debt' is represented by negative integers and a 'fortune' by positive integers. If he begins the day with a debt of $₹ 500$, then earns a fortune of $₹ 850$, and finally incurs another debt of $₹ 400$, what integer represents his final financial status?

If $x$ is an integer such that $x + |x| = 0$, which of the following must be true?

A plane is flying at $5000$ m. It descends $1200$ m and then ascends $800$ m. At the same time, a submarine is $800$ m below sea level. What is the difference in their altitudes?

What is the value of $1 - 2 + 3 - 4 + 5 - 6 + ... + 19 - 20$?