X - 14 < 8
or
x < 22
To write a number less than 35, you can simply choose any integer or decimal that is below 35, such as 34, 20, or 10. For example, you could write "34" or "29.5" to represent numbers less than 35. Additionally, you can express it in inequality form as "x < 35," where "x" represents any number below 35.
write the number that is 100 less
It is considered an inequality.
Because it is one less than the very ordinary number 15.
If you want that as an inequality, you write:x <= -10 You can replace "<=" with the corresponding inequality symbol (less than or equal).
six less than fourteen times a number
fourteen less than three fourths of a number is negative eight find the number
s < 12
To write a number less than 35, you can simply choose any integer or decimal that is below 35, such as 34, 20, or 10. For example, you could write "34" or "29.5" to represent numbers less than 35. Additionally, you can express it in inequality form as "x < 35," where "x" represents any number below 35.
A number is an expression. It is not an equation, or an inequality, since it doesn't have an equal sign, or an inequality (greater than, less than, etc.) sign.
write the number that is 100 less
14-4x6=
It is considered an inequality.
To express the statement "8 less than 13 times a number x is less than or equal to 32" in inequality form, you can write it as ( 13x - 8 \leq 32 ). This represents that 8 less than 13 times ( x ) is less than or equal to 32. To isolate ( x ), you can add 8 to both sides, resulting in ( 13x \leq 40 ), and then divide by 13, yielding ( x \leq \frac{40}{13} ).
Because it is one less than the very ordinary number 15.
If you want that as an inequality, you write:x <= -10 You can replace "<=" with the corresponding inequality symbol (less than or equal).
You need to reverse the inequality symbol when multiplying both sides of an inequality by a negative number because you are changing the sign of both sides of the equation. Since inequality, such as "less than", means "to the left of" on the number line (where left is minus and right is plus) then a number that is less than another will be greater than the other if the signs were reversed. Example: 3 is less than 4, but -3 is greater than -4.