Are we supposed to assume that all the squares use the same formula to arrive at their values? If so, then:Hi, need help on Formula problem solving. I can have A B C but I don't know how to find D.
View attachment 5276
From the second square, following your proposed formula:Here is the way to find A B C.
From first table.
A = 7-1 =6
B = 7-6 =1
C = 7 + A = 7 + 6 = 13
Are we supposed to assume that all the squares use the same formula to arrive at their values? If so, then:
From the second square, following your proposed formula:
A = 3 - 7 = -4 (wrong)
B = 3 - 2 = 1 (wrong)
C = 3 + A = -1 (wrong)
Please clarify how you obtained your values for A, B, and C. Thank you!
If every table uses a different rule, then there is no possible way to find "the" values of the variables, since we can make up any rule we feel like. :shock:NO it's correct. But If X < Y need adding 10 on X. So,
Table#2
A = 3 - 1 = 2
B = 13-6= 7
Table#3
A 5 - 1 = 4
B = 13-6= 9
There is no "1" in the fourth table. How are you getting your values?Table#4
A = 8 - 1 = 7
B = 8-6= 2