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Find S(subscript)25 for -7+ -2 + 3 + 8 +... @Hero
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Use the arthimetic formula for sequence. You already know the value of d.
I'm not sure how to do that... Math is not my strongest subject.
1. Write the arithmetic formula for sequence: \(a_n = a_1 + (n - 1)d\) 2. Input the value of \(d\) (the difference between consecutive terms) 3. Input the value of \(a_1\) (the first term of the sequence) 4. You're looking for \(a_{25}\) (the 25th term of the sequence) so \(n = 25\). 5. Compute the value of \(a_{25}\)
@yowzaman how's it going?
Sorry, I was eating dinner.
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I got 113.
@Hero
Would you mind showing the work you did to get that?
a(subscript)25=-7+(25-1)5
Okay, that looks right.
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So 113 is my answer?
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