Question

In the given Question, Each letter should have a unique and distinct value. Each letter represents only one-digit throughout the problem. Numbers must not begin with zero. i.e. 0937 (wrong), 937 (correct).You have to find the value of each letter in the Cryptarithmetic. There must be only one solution to the problem. After replacing letters with their digits, the resulting arithmetic operations must be correct. If FOUR + FOU = AVERT, then what is the value of F+U+R+V?​

Answer 1

Answer:

A E R O

Step-by-step explanation:

Here F=A, O=V, U=E, R=R,

Then F U R V = A E R O

Answer 2

Answer:

The value of F+U+R+V= 12.

step-by-step explanation:

Given: FOUR +FOU =AVERT.

Let F=1, O=2, U=3, R=4.

Then, as given 1+2+3+4

                    +   1+2+3    

                    =   2+4+6+4 =AVERT

FOUR+FOU= 2+4+6+4

  So,A=2, V=4, E=6, R=4.

Then the value of F+U+R+V=1+3+4+4=12.                  

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