Question

If, Monday + Tuesday = 5
Tuesday +Wednesday = 13
Then Wednesday + Thursday = ? ​

Answer 1

The value of Wednesday + Thursday is 25.

• The order of the days in the week are Monday, Tuesday, Wednesday, Thursday, Friday, Saturday, and Sunday.
• Assign number 1 to Monday, 2 to Tuesday, 3 to Wednesday, 4 to Thursday, 5 to Friday, 6 to Saturday, and 7 to Sunday.
• It is given that the value of Monday + Tuesday is 5, Value of Tuesday +Wednesday  is 13.

1. Consider Monday + Tuesday = 5 . We have assigned the values of Monday and Tuesday as 1 and 2 respectively as mentioned above.

• The possible relation is $1^2 + 2^2 = 5$.

2. Consider Tuesday + Wednesday = 13. We have assigned the values of Tuesday and Wednesday as 2 and 3 respectively as mentioned above.

• The possible relation is $2^2 + 3^2 = 13$.

3. The relation is satisfied in both cases.

4. Therefore, The value of Wednesday + Thursday will be,

• We have assigned a value of 3 to Wednesday and 4 to Thursday. According to the above relation, the value will be,

=> Wednesday + Thursday =$3^2+4^2$,

=> Wednesday + Thursday i= 25.

The value of Wednesday + Thursday is 25.