Integers

Which of the following integers has the highest value: $-15, -2, -10,$ or $-7$?

Which integer lies exactly between $-1$ and $1$ on the number line?

If climbing up $10$ steps is represented as $+10$, how should climbing down $10$ steps be represented?

What is the additive inverse of $-12$?

Identify the integer that is closest to $0$ on the number line among the following options.

What is the successor of the integer that is $2$ units to the left of $0$?

Which integer is its own additive inverse (its own opposite)?

Consider the set of integers $S = \{-5, -4, -3, -2, -1, 0, 1, 2, 3, 4, 5\}$. If an integer is chosen from $S$ that is neither positive nor negative, what is the successor of that integer?

If $a$ is an integer such that $a = -a$, then what is the predecessor of $a$?

What is the successor of the predecessor of the largest negative integer?

Starting from $1$ on a horizontal number line, if you move $5$ units to the left, which integer do you reach?

What is the integer $7$ units to the right of $-3$ on the number line?

Which integer is $6$ units to the left of $4$ on a horizontal number line?

If you move $15$ units to the right of $-15$ on a number line, which integer do you arrive at?

Starting at $-6$ on the number line, you move $4$ units to the right, then $2$ units to the left, and finally $5$ units to the right. Where are you?

Which integer is $10$ units to the right of the predecessor of $-5$ on the number line?

An object moves from $-12$ to $-2$ and then moves from $-2$ to $-5$ on the number line. What is the total distance traveled by the object?

What is the absolute value of the difference between the successor of $-10$ and the predecessor of $-10$?

Point $A$ is at $-2$ and $B$ is at $6$. If point $C$ is located such that $A$ is the midpoint of the segment $CB$, what integer does $C$ represent?

Point $P$ is at $-14$. Move it $20$ units to the right, then find its predecessor, and finally find the additive inverse of that result. What is the final integer?

Which integer lies between $-5$ and $-3$?

Which integer is located further to the left on a horizontal number line?

What is the successor of $-2$?

What is the successor of $-66$?

What is the successor of the smallest $2$-digit negative integer?

On a horizontal number line, where is $-15$ located relative to $-20$?

Which group of integers is listed from the smallest to the largest value?

Compare the predecessor of $0$ and the successor of $-2$. Which statement is true?

If $|x| = 5$, what is the successor of the smallest possible value of $x$?

What is the predecessor of the additive inverse of $-15$?

Starting at $0$ on the number line, if you move $4$ units to the right, which integer do you reach?

On a number line, if you are at the integer $-6$ and move $1$ unit to the right, which integer do you reach?

Starting at $9$ on the number line, if you move $9$ units to the left, which integer do you reach?

When you perform the operation $x - (-4)$ on a number line, it results in a movement equivalent to moving $4$ units to the:

Start at $-1$. Move $5$ units to the left, and then move $3$ units to the right. Where are you on the number line?

Starting at $-3$, move $6$ units to the right. Then move $2$ units to the left. What is the resulting integer?

If you move from $4$ to $-4$ on a number line, which of the following describes your move?

If $x$ is the integer $3$ units to the right of $-4$, and $y$ is the integer $3$ units to the left of $-4$, what is the value of $x - y$ on the number line?

A diver is $12$ m below the surface of the water. He descends another $8$ m and then ascends $15$ m. Representing the surface as $0$, what is his final position on the vertical number line?

Start at $5$. Move $8$ units to the left. Then move a distance equal to the absolute value of the current position to the right. Where do you land?