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} ).
7x +9 = 6x
To write "twice a number plus six is greater than nine" as an inequality, let the number be represented by the variable ( x ). The expression can be written as ( 2x + 6 > 9 ). This inequality states that when you multiply the number ( x ) by two and then add six, the result is greater than nine.
To express the statement "a number m plus 4 is greater than or equal to 7" as an inequality, you can write it as ( m + 4 \geq 7 ). This indicates that when you add 4 to the number ( m ), the result must be at least 7. To solve for ( m ), you can subtract 4 from both sides, resulting in ( m \geq 3 ).
12n > 36 n > 3
When you write the decimal number '7' in Base-2 (binary), you write '0111'.
5n > 25
Call the numbers 'A' and 'B'.Then write:5A = 6B
2 is not equal to 17.
7x +9 = 6x
2x+x=3x
How do you write half a number decreased by 8 is equal to the sum of the number and 14
if it is not like that then the answer wont be write. Well, It is to be known that two negatives make a positive.
To write "twice a number plus six is greater than nine" as an inequality, let the number be represented by the variable ( x ). The expression can be written as ( 2x + 6 > 9 ). This inequality states that when you multiply the number ( x ) by two and then add six, the result is greater than nine.
r <= 5.
x ≥ -4
19=(8xn)+3
It is: 3x = 2x+8 and the value of x is 8