Question

write the number so in such s way that the sum of two neighboring no should be the same as the sum of the pair of the numbers at the opposite ends?? ​

Answer 1

Answer:

...........................

Answer 2

Answer:

a little bit clear.

To find solutions to the system of equations:

a+b=f+ga+b=f+g...1

b+c=g+hb+c=g+h....2

c+d=h+ic+d=h+i....3

d+e=i+jd+e=i+j....4

e+f=j+ae+f=j+a.....5

From 1 and 2

a+h=c+fa+h=c+f...6

From 6 and 3

a+d=f+ia+d=f+i...7

Now this system of equations doesn't have a unique solution. Consider a = 1 and f = 2. Then the other equations as follow

f=a+1f=a+1

b=g+1b=g+1

h=c+1h=c+1

d=i+1d=i+1

j=e+1j=e+1

The numbers can fit into the letters(pizza slices) just following the equations above.

Another solution can be following a = 1 and f = 6 then,

f=a+5f=a+5

b=g+5b=g+5

h=c+5h=c+5

d=i+5d=i+5

j=e+5

Step-by-step explanation:

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