What is each digit in elf plus elf equals fool?

Answer 1

Oh, dude, let's break this down. In "elf" plus "elf" equals "fool," each letter represents a unique digit from 0 to 9. So, technically, "e" + "l" = "f," "l" + "f" = "o," and "f" + "e" = "o." It's like a math puzzle, but with letters.

Answer 2

In the equation "elf + elf = fool," each letter represents a unique digit (0-9). Given that "elf" and "fool" are both three-digit numbers, we can deduce that the digit "f" must be 1. This means that "e" must be 0, and "l" must be 9. Therefore, the solution to the equation is 091 + 091 = 182.

Answer 3

Well, isn't that a fun little puzzle! Let's break it down together. In the equation "elf + elf = fool," each letter represents a single digit number. By looking at the letters and their positions, we can figure out that "f" equals 1, "e" equals 5, "l" equals 0, "o" equals 2, and "u" equals 3. So, when we substitute these numbers back into the equation, it becomes "510 + 510 = 1231." How delightful!

Answer 4

f=1

l=2

o=4

now you know