Question:

Finding the sum of arithmetic sequence.?

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In exercises 1-5, find the sum of the arithmetic sequence having the data given. Project 8.02

a1 = 5, an = 3, n = 20

a1 = 7, d = - 3, n = 20

a1 = 81, an = - 13, n = 20

a1 = 5, d = 7, n = 120

an = 5, d = -2, n = 12

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  1. Use the formula:

    Sn = ½n(a1 + an)

    a1 = 5, an = 3, n = 20

    Sn = ½20(5 + 3)

    Sn = 10(8)

    Sn = 80

    a1 = 7, d = - 3, n = 20

    an = -3n + 10

    an = -3(20) + 10

    an = -60 + 10

    an = -50

    Sn = ½(20)(7 + -50)

    Sn = 10(-43)

    Sn = -430

    a1 = 81, an = - 13, n = 20

    Sn = ½20(81 + -13)

    Sn = 10(68)

    Sn = 680

    a1 = 5, d = 7, n = 120

    an = 7n + -2

    an = 7(120) + -2

    an = 840 + -2

    an = 838

    Sn = ½(120)(5 + 838)

    Sn = 60(843)

    Sn = 50580

    an = 5, d = -2, n = 12

    an = -2n + 29

    a1 = -2(1) + 29

    a1 = 27

    Sn = ½(12)(27 + 5)

    Sn = 6(32)

    Sn = 192

    Hope that helps!

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