each letter represents a different number find the value of p,o and f that will make this puzzle true.

pop+of=opp

Hi, I am of no help to you cause I does not know answer. Sorry, hope ya pass dah class

What a waste of posting.

Since you are no help here, maybe you can work on your spelling and grammar.

Try this instead:

I know how to spell, and I know grammar. Here is the sentence again: "Hi, I am of no help to you because I don't know the answer. Sorry, hope you pass the class." and by the way, sorry for having fun (_><_); it's not a privilege, it's a right.

You're right -- that was a lot of fun!

To solve this puzzle, we need to assign a different number to each letter and find their values that make the equation true: pop + of = opp.

Let's break it down step by step:
1. Start by representing each letter with a variable. In this case, we have three letters: p, o, and f. Let's assign variables to them:
- p = unknown value
- o = unknown value
- f = unknown value

2. Now, let's rewrite the equation using the assigned variables:
- pop + of = opp

3. Since "pop" is a three-digit number, we know that p cannot be 0. Therefore, let's assign a value to p different from 0.

4. Consider the addition of "pop" and "of." Notice that the two-digit sum is a three-letter word, "opp." This implies that the ones digit of "pop" plus the ones digit of "of" equals the ones digit of "opp."

5. However, since the ones digit of "opp" is the rightmost digit, it means that "p" should be the ones digit of "pop" and "o" should be the tens digit of "of."

6. Now, let's consider the constraints for the tens digit of "pop" and the hundreds digit of "opp." Since the tens digit of "of" is represented by "o," we cannot assign a value to "o" that will make the hundreds digit of "opp" equal to the tens digit of "pop." Therefore, the tens digit of "pop" must be 1 less than the hundreds digit of "opp."

7. Based on this information, let's assign values to the variables:
- p = 1 (since it cannot be 0)
- o = 2 (since it is the tens digit)
- f = 3 (since it is the hundreds digit)

Now, let's substitute these values back into the equation:
- pop + of = opp
- 123 + 23 = 346

Therefore, the values that make the puzzle true are:
- p = 1
- o = 2
- f = 3