Question

IS ANYONE CAN GIVE ANSWER

MY QUESTION IS


SEND+MORE=MONEY

what is the value of alphabets


note that:-

1)same alphabets always have same value

2) numbers for value should be 1-9


it is the question of class 8th playing with numbers

Answer 1

Answer:

same alphabets always have same value

Answer 2

Answer:

To begin, start in the 5th column. Since 9999 + 9999 < 20000, we must have M = 1.

Then go to the 4th column. Since 999 + 999 < 2000, we either have 1 + S + 1 = O + 10, or S + 1 = O + 10, meaning S = O + 8 or S = O + 9, and O = 0 or 1. Since S is a single digit, and M = 1, we must have O = 0.

In the 3rd column, since E cannot equal N, we cannot have E + 0 = N. Thus we must have 1 + E + 0 = N. Since N cannot be 0, we must also have E less than 9. So there cannot be carryover in this column, and the 2nd column must have carryover.

Returning to the 4th column (which has no carryover from the 3rd), we must have S + 1 = 10, which means S = 9.

Now we know 1 + E = N, and there must be carryover from the 2nd column. So we have two cases: N + R = E + 10, or N + R + 1 = E + 10. We can substitute 1 + E = N in both cases to get (1 + E) + R = E + 10 –> R = 9 (but 9 is already taken), or we have 1 + E + R + 1 = E + 10 –> R = 8. So we must have R = 8.

Now in the units column D + E = Y, and it must have carryover. Since Y cannot be 0 or 1, we need D + E ≥ 12. Since 9 and 8 are taken for S and R, we can have 5 + 7 = 12 or 6 + 7 = 13. So either D = 7 or E = 7.

If E = 7, then E + 1 = N so N = 8–which is not possible since R = 8. So we must have D = 7, meaning E is either 5 or 6.

If E = 6, then N = 7 which is not possible as D = 7. So we must have E = 5 and N = 6. This means D + E = 7 + 5 = 12, and thus Y = 2.

So we have solved for all the letters!

SEND + MORE = 9567 + 1085 = 10652.