$\text{ Let }{S}_1\text{ be the sum of the first }\mathrm{n}\text{ terms of the A.P. }8,12,16\dots \dots \dots \dots \text{ and let }$$S_2\text{ be the sum of the first }\mathrm{n}\text{ terms of the A.P }17,19,21\dots \dots \dots \dots \text{, assume }n\ne 0\text{, }$$\text{ then }{S}_1=S_2\text{ for: }$

• A

  no value of n
   

• B

  one value of n 

• C

  two values of n

• D

  more than 2 values of n