The sum of three consecutive numbers of which s is the first number
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Answer:
3(s + 1)
Step-by-step explanation:
The first number = s
The second number = s + 1 , as this is consecutive to s
The third number = s + 2, identical reason as above.
Adding the above, The sum = s + (s + 1) + (s + 2) = 3s + 3 = 3(s + 1)
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