Question

8+2=16106

Answer 1

The first two numbers of each result are the product of the two numbers

E.g. 8x2= 16- which are the first 2 numbers of 16106

The second set of numbers are the sum of the two numbers

E.g. 8+2=10- which are the next two numbers of 16106

The last set of numbers are the difference between the two numbers

E.g. 8-2= 6- which is the last number in 16106

Just apply this system to all the equations, but take care in noticing whether 1 or 2 digits are involved. Hope this helps!

Answer 2

So 8*2 = 16, 8+2 = 10, 8-6 = 6
5*4 = 20, 5+4 = 9, 5-4 = 1
9*6 = 54, 9+6 = 15, 9-6 = 53
7*5 = 35, 7+5 = 12 7-5 = 2
20*3 =60, 20+3 = 23, 20-3 =17
30*1 = 30, 30+1 = 31, 30-1 = 29
18*2 = 72, 18+4 = 22, 18-4 = 14
10*5 = 50, 10+5 = 15, 10-5 = 5
THAT TIS THEE PATTERN MILADY :D