Word Problem: Ages (David and His Father)

Word Problem: Ages (David and His Father)

Secondary 1

David is \(x\) years old. David’s father is thrice the age of David.

  1. Write down an expression, in terms of \(x\), for the father’s age.

In \(5\) years’ time the sum of their ages is equal to \(70\).

  1. Write down an expression, in terms of \(x\), for the father’s age in \(5\) years’ time.
  2. Form an equation in terms of \(x\).
  3. Solve the equation and find the father’s present age.

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Answer:(a) \(3x\text{ years}\) (b) \((3x+5)\text{ years}\) (c) \((3x+5)+(x+5)=70\) (d) \(45\text{ years}\)

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