2025 MI PU1 Promo Q4

2025 MI PU1 Promo Q4

Junior College 1
7 marks

The sum, \(S_n\), of the first \(n\) terms of a sequence \(T_1,\ T_2,\ T_3,\ldots\) is given by

  1. Find a formula for \(T_n\) in simplified form.[2]
  2. Show that the sequence \(T_1,\ T_2,\ T_3,\ldots\) is arithmetic and state the common difference.[3]
  3. Find the sum of the \(10^{\text{th}}\) term to the \(20^{\text{th}}\) term.[2]

Solution:

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Answer:\(T_n=\dfrac{2n-50}{5}\), \(d=\dfrac25\), required sum \(=-44\)

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