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Grade 11 Math help PLEASE!!
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The sum of the first 5 terms in an arithmetic series is 0. The last term is 4. Determine the first term and the common difference. The answer is supposed to be 4, -1.
I don't know how to find a & d or anything :(
you will have to apply some formula Sum formula \[S_n=n/2 (a_1+a_2)\]
*correction \[S_n=n/2 (a_1+a_n)\]
so what's given?
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I have
5 terms, sum of 5 terms = 0 , term 5 = 4
good! so n=5 \[S_n=0\] \[a_n=4\]
The formula we use is Sn = n/2 (2a + (n-1)d)
hmm..
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I think you are better off using my formula \[S_n=n/2 (a_1+a_n)\] plug in numbers \[0= 5/2 (a_1 +4)\] solve for \[a_1\]
I'll try it out , thank you ~=)
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