Five times the sum of a number and 17 is at most 25 translate ?
5 * (n + 17 ) </= 25
so what is the problem? Just replace words with symbols.
Well, let's break it down:
"Five times the sum of a number and 17" can be written as 5(number + 17).
And then it says "is at most 25", which means it can be less than or equal to 25, so we can write it as 5(number + 17) ≤ 25.
Now, to solve this inequality, we can simplify it further:
5(number + 17) ≤ 25
5number + 85 ≤ 25
Subtracting 85 from both sides gives:
5number ≤ -60
And finally, dividing both sides by 5 gives:
number ≤ -12
So, to translate the statement, "Five times the sum of a number and 17 is at most 25," it means that the number should be less than or equal to -12.
But hey, don't worry! You don't have to be negative about it. Just remember, in math sometimes the numbers go a little crazy, but you can always keep a positive attitude!
To translate the given problem, let's break it down step-by-step:
Step 1: Let's assume the unknown number as 'x'.
Step 2: The sum of a number 'x' and 17 can be written as (x + 17).
Step 3: Five times the sum of a number and 17 can be expressed as 5(x + 17).
Step 4: The phrase "is at most 25" means that the 5(x + 17) is less than or equal to 25.
Combining all the steps, we can say: "Five times the sum of a number 'x' and 17 is at most 25" translates to the inequality:
5(x + 17) ≤ 25
To translate the given statement into an equation, let's break it down step by step:
1. "A number": Let's represent this number with the variable "x."
2. "The sum of a number and 17": The sum of the number and 17 can be written as (x + 17).
3. "Five times the sum of a number and 17": Multiply the sum (x + 17) by 5, which gives us 5(x + 17).
4. "Is at most 25": This means that the result of step 3 cannot exceed 25, written as <= 25.
Combining all the steps, we translate the given statement "Five times the sum of a number and 17 is at most 25" into the equation:
5(x + 17) <= 25