Let the number be represented as ( x ). According to the problem, four times the number plus eight times the number can be written as ( 4x + 8x = 36 ). This simplifies to ( 12x = 36 ). Dividing both sides by 12 gives ( x = 3 ). Thus, the number is 3.
The number is 4. The formula could be written as 9 + 8/x = 11. Then you solve for x.
Eight added to twice a number is 42.Give the number the name of ' X '.8 + 2X = 42' X ' is 17.
Assuming the number is n; then: 2n + (6n + 5) = 8n + 5 That means five added to eight times the number
The number is 1 because (8 times1) + (-7) = 1
The phrase "a number and eight" suggests an arithmetic expression where a specific number is added to eight. When the equation states that this sum equals twenty-two, it can be represented as "x + 8 = 22," where "x" is the unknown number. To find "x," you would subtract eight from twenty-two, resulting in "x = 14." Therefore, the difference between the number and eight is that the number itself is fourteen.
The number is 4. The formula could be written as 9 + 8/x = 11. Then you solve for x.
5,003,236,815.
Eight added to twice a number is 42.Give the number the name of ' X '.8 + 2X = 42' X ' is 17.
12
N = the number It's [ 7N + (N+8) ]
16
Assuming the number is n; then: 2n + (6n + 5) = 8n + 5 That means five added to eight times the number
The number is 1 because (8 times1) + (-7) = 1
We'll use "n" to represent "number." First, "eight times a number" means the number is multiplied by eight. 8n Then, seven is added to 8n. 8n + 7 Also, you can display it like this if it helps: (8 x n) + 7
The phrase "a number and eight" suggests an arithmetic expression where a specific number is added to eight. When the equation states that this sum equals twenty-two, it can be represented as "x + 8 = 22," where "x" is the unknown number. To find "x," you would subtract eight from twenty-two, resulting in "x = 14." Therefore, the difference between the number and eight is that the number itself is fourteen.
The numerical expression for seven increased by the quotient of a number and eight can be written as ( 7 + \frac{x}{8} ), where ( x ) represents the number. Here, the expression captures the idea of adding seven to the result of dividing the number ( x ) by eight.
The phrase "groups of eight" typically refers to dividing a larger number into subsets containing eight members each. To determine how many groups of eight can be formed from a specific quantity, you would divide that number by eight and consider only the whole number portion of the result. For example, if you have 32 items, you can form 4 groups of eight. If you provide a specific number, I can help calculate the exact number of groups.