Which situation is best represented by the integer \(-8\)?
- A temperature rise of 8°F
- A bank deposit of \($8\)
- A debt of \($8\)
- An elevation \(8\) feet above sea level
Students will build Grade 6 mastery of understanding positive and negative numbers using models, equations, and test-style reasoning.
Which situation is best represented by the integer \(-8\)?
A thermometer shows the temperature is -12°C. Which sentence best describes this situation?
Which number line correctly shows the position of \(-5\)? What is the correct location of \(-5\) on the number line above?
A scuba diver descends \(25\) meters below sea level. Which integer represents this situation?
The opposite of \(7\) is \(-7\). Which pair of integers are opposites?
A football team loses \(15\) yards on a play. How should this be represented as an integer?
Which statement correctly compares the two integers \(-6\) and \(-3\)?
Which list of integers is in order from least to greatest?
Negative integers represent values less than zero. A debt of \($8\) means owing money, which is represented by \(-8\).
A negative number means the value is below zero. Since the temperature is -12°C, it is \(12\) degrees below zero.
On a number line, negative numbers are to the left of zero. \(-5\) is located five units to the left of zero.
Below sea level is represented by a negative integer. A depth of \(25\) meters below sea level is \(-25\) meters.
Opposites are two numbers that are the same distance from zero but on opposite sides of zero. \(3\) is \(3\) units right of zero, and \(-3\) is \(3\) units left of zero.
A loss is a negative change. Losing \(15\) yards means the team moved \(15\) yards backward, represented by the integer \(-15\).
On a number line, \(-6\) is to the left of \(-3\), so \(-6\) is less than \(-3\). The farther left a number is, the smaller it is.
To order integers from least to greatest, place the most negative number first, then move toward zero and positive numbers. The order is \(-4 < -1 < 0 < 2\).