Let's denote the number as x. The equation formed can be written as 6x - 5 = 19. To solve for x, we first add 5 to both sides to get 6x = 24. Then, we divide by 6 on both sides to find x = 4. Therefore, the number is 4.
6n - 3n which simplifies to 3n.
The product of six and two times a number can be calculated by first multiplying two and the number, and then multiplying the result by six. This can be written as 6 * (2 * x), where x represents the unknown number. Simplifying this expression, we get 6 * 2x = 12x. Therefore, the product of six and two times a number is 12 times that number.
2*(n-6) < -36n-6 < -18n < -12
it would just be 7 times 'a' minus 6 so it would look like this: 7a-6
The expression "eight decreased by three times the sum of a number and six" can be represented as 8 - 3(x + 6). To simplify, first distribute the -3 to both terms inside the parentheses to get 8 - 3x - 18. Combining like terms gives us -3x - 10 as the final simplified expression.
6x-2
6n - 3n which simplifies to 3n.
(6x)-17
The equation for this would be 6n - 2.
Thirty decreased by three times a number is six less than three times the number. Find the number.
25
13 and 7
As an expression it is: x-6
The product of six and two times a number can be calculated by first multiplying two and the number, and then multiplying the result by six. This can be written as 6 * (2 * x), where x represents the unknown number. Simplifying this expression, we get 6 * 2x = 12x. Therefore, the product of six and two times a number is 12 times that number.
2*(n-6) < -36n-6 < -18n < -12
3x - 6 < 9 So, 3x < 15 Therefore, x < 5
it would just be 7 times 'a' minus 6 so it would look like this: 7a-6