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$60,40,55,45,50,50,$______

We can take the alternative numbers from the first term.

  • $60 \overset{-5}{\rightarrow} 55$
  • $55 \overset{-5}{\rightarrow} 50$
  • $50 \overset{-5}{\rightarrow} {\color{Magenta}{45}}$

We can take the alternative numbers from the second term.

  • $40 \overset{+5}{\rightarrow} 45$
  • $45 \overset{+5}{\rightarrow} 50$

So, the correct answer is $(A).$

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Given series having the following pattern:

  •  $60-20=40$
  •  $40+15=55$
  • $55-10=45$
  • $45+5=50$
  • $50-0=50$
  • $50+(-5)={\color{Red}{45}}$

Option (A) is correct.

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