等差数列公式Sn = a1+a2+...+anSn = a1+(a1+d)+(a1+d+d)+...+[a1+(n-1)d]Sn = a1*n+[1+2+...+(n-1)]*dSn = a1*n+n*(n-1)/2*dSn = a1*n+n*(n-1)*d/2Sn = (a1+an)*n/2an = a1+(n-1)*dSn = [2a1+(n-1)*d]*n/2Sn = a1*n+n*(n-1)*d/2

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等差数列公式Sn=a1+a2+...+anSn=a1+(a1+d)+(a1+d+d)+...+[a1+(n-1)d]Sn=a1*n+[1+2+...+(n-1)]*dSn=a1*n+n*(n-1)/2

等差数列公式Sn = a1+a2+...+anSn = a1+(a1+d)+(a1+d+d)+...+[a1+(n-1)d]Sn = a1*n+[1+2+...+(n-1)]*dSn = a1*n+n*(n-1)/2*dSn = a1*n+n*(n-1)*d/2Sn = (a1+an)*n/2an = a1+(n-1)*dSn = [2a1+(n-1)*d]*n/2Sn = a1*n+n*(n-1)*d/2
等差数列公式
Sn = a1+a2+...+an
Sn = a1+(a1+d)+(a1+d+d)+...+[a1+(n-1)d]
Sn = a1*n+[1+2+...+(n-1)]*d
Sn = a1*n+n*(n-1)/2*d
Sn = a1*n+n*(n-1)*d/2
Sn = (a1+an)*n/2
an = a1+(n-1)*d
Sn = [2a1+(n-1)*d]*n/2
Sn = a1*n+n*(n-1)*d/2

等差数列公式Sn = a1+a2+...+anSn = a1+(a1+d)+(a1+d+d)+...+[a1+(n-1)d]Sn = a1*n+[1+2+...+(n-1)]*dSn = a1*n+n*(n-1)/2*dSn = a1*n+n*(n-1)*d/2Sn = (a1+an)*n/2an = a1+(n-1)*dSn = [2a1+(n-1)*d]*n/2Sn = a1*n+n*(n-1)*d/2
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