One symbol to use is <5'.
To express "twenty-four is less than five-eighths of a number x" in mathematical terms, you can write it as: ( 24 < \frac{5}{8}x ). This inequality signifies that twenty-four is smaller than the result of multiplying the number ( x ) by five-eighths.
5A-2
To write an algebraic expression for "five less than the product of two and a number," let the variable ( x ) represent the number. The product of two and the number can be expressed as ( 2x ). Therefore, five less than this product is represented by the expression ( 2x - 5 ).
To write "twenty plus five less than eight" in numerical expression, first translate "twenty" to 20 and "five" to 5. The phrase "less than eight" means to subtract from 8, which is written as 8 - 5. Therefore, the complete expression becomes 20 + (8 - 5).
"< 0" For example x < 0 means "x less than zero".
5A-2
To write an algebraic expression for "five less than the product of two and a number," let the variable ( x ) represent the number. The product of two and the number can be expressed as ( 2x ). Therefore, five less than this product is represented by the expression ( 2x - 5 ).
To write "4 is less than," you would use the symbol "<" to represent "is less than." Therefore, it can be expressed as "4 <" followed by the number you are comparing it to. For example, if you want to say that 4 is less than 5, you would write "4 < 5."
5n < 65
4n-5 (Which is four times a number minus 5)
To write "twenty plus five less than eight" in numerical expression, first translate "twenty" to 20 and "five" to 5. The phrase "less than eight" means to subtract from 8, which is written as 8 - 5. Therefore, the complete expression becomes 20 + (8 - 5).
"< 0" For example x < 0 means "x less than zero".
That would be impossible since five is less than 10.
0.01, 0.001, 0.0001, 0.0000001 and 2.4542
The same as any other decimal number except that the value before the decimal place would be less than 5.
0.00001
60<90