The value of the 31st term for the arithmetic sequence will be 97.
What is an arithmetic progression?
The sequence in which every next number is the addition of the constant quantity in the series is termed as the arithmetic progression.
The expression for the nth term of the arithmetic sequence is given as:-
an = 7+3(n – 1)
The value of the 31st term will be calculated by substituting the n = 31 in the formula:-
an = 7+3(n – 1)
an = 7+3(31 – 1)
an = 7+3(30)
an = 7+90
an =97
Therefore, the value of the 31st term for the arithmetic sequence will be 97.
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