A negative number in parentheses typically indicates that the number is treated as a negative value, often used in accounting and finance to represent losses or expenses. For example, in financial statements, a number like (500) could signify a loss of 500 units of currency. This notation helps distinguish negative values from positive ones, especially in contexts where clarity is crucial.
Negative 8 and positive 4
It is 1.375 units to the left (negative) of zero.
To find the integer that is 5 units to the right of negative 1, you add 5 to -1. This calculation gives you -1 + 5 = 4. Therefore, the integer that is 5 units to the right of negative 1 is 4.
There is positive 50 and negative 50.
Negative 5 is three units greater than negative 8.
A negative number in parentheses typically indicates that the number is treated as a negative value, often used in accounting and finance to represent losses or expenses. For example, in financial statements, a number like (500) could signify a loss of 500 units of currency. This notation helps distinguish negative values from positive ones, especially in contexts where clarity is crucial.
Negative 8 and positive 4
To find the number that is 8 units to the left of negative 7, you subtract 8 from negative 7. This calculation looks like: -7 - 8 = -15. Therefore, the number that is 8 units to the left of negative 7 is -15.
Negative two is bigger than negative three because -2 is just 2 units away from zero while -3 is 3 units away from zero.
It is 1.375 units to the left (negative) of zero.
To find the integer that is 5 units to the right of negative 1, you add 5 to -1. This calculation gives you -1 + 5 = 4. Therefore, the integer that is 5 units to the right of negative 1 is 4.
18 units.
Negative twenty-six, because it's the farthest from 0, the origin. It is 26 away from the origin, whereas -12 is 12 units away and 3 is 3 units away.
It is: (-2--2)2+(3--7)2 = 100 and the sq rt of this is the distance which is 10 units.
2 - in the units that you are using.
7