3>p/9
To compare these two numbers, convert them to decimals:
3/9 = 0.3333...
Since 0.3333... is less than 0.3333, we can say that 3/9 is less than 1/3.
solve
To simplify the expression 3 > p/9, we can rearrange the equation by multiplying both sides by 9:
3 * 9 > p
27 > p
So, the solution to the inequality is p < 27.
To solve the inequality 3 > p/9, we can multiply both sides of the inequality by 9 to eliminate the fraction:
3 * 9 > p/9 * 9
27 > p
So the solution to the inequality is p < 27.
To find the value of the expression 3 > p/9, we need to understand what the symbols and operators mean:
- ">" is a comparison operator that checks if the value on the left is greater than the value on the right.
- "p" is a variable representing any numerical value.
- "/" is the division operator that divides the value on the left by the value on the right.
Now, let's solve the expression step by step:
1. First, we need to understand the priority of operations. In this case, there is only one operation, which is division ("/").
2. Secondly, we need to substitute "p" with a numerical value to proceed further. Since no value is given, I cannot provide a specific answer, but I can guide you on how to proceed using any value for "p."
3. Assume "p" is 5, for example.
4. Now, let's substitute "p" with 5 in the expression, so it becomes: 3 > 5/9.
5. Next, we perform the division operation: 5 divided by 9 equals approximately 0.556 (rounded to three decimal places).
6. So, the expression becomes: 3 > 0.556.
7. Finally, we can evaluate the expression. Is 3 greater than 0.556? Yes, it is.
Therefore, if we substitute "p" with 5 in the expression 3 > p/9, the result would be true (or "3 > 5/9" is true).