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Arithmetic Progressions Test - 4

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Arithmetic Progressions Test - 4
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  • Question 1
    1 / -0

    If a, b, c, d, e and f are in AP, then find the value of e - c.

    Solution

    Since a, b, c, d, e and f are in AP.
    Let common difference be x.

    1st term = a
    2nd term = b = a + x
    3rd term = c = a + 2x
    4th term = d = a + 3x
    5th term = e = a + 4x

    e – c = a + 4x – (a + 2x) = a + 4x – a – 2x = 2x
    Also, 2(d – c) = 2(a + 3x – a – 2x) = 2x

     

  • Question 2
    1 / -0

    A chocolate factory produced 5400 chocolates in the 7th month and 7000 chocolates in the 11th month of the year. Assuming that the production increased uniformly by a fixed number every month, how many chocolates were produced in one year?

    Solution

    T7 = 5400

    T11 = 7000

    T7 = a + 6 × d

    T11 = T7 + 4d

    7000 = 5400 + 4 × d; d = 400;

    T7 = a + 6 × 400

    5400 = a + 2400

    a = 3000
    Production in 1 year = S12 = 12/2(2 × a + 11d) = 6(2 × 3000 + 11 × 400) = 62,400

     

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