Table of Values and Graph of a Linear Function

Table of Values and Graph of a Linear Function

Secondary 1
  1. Complete this table of values for \(y=5x-2\).
    \(x\) \(-2\) \(0\)\(6\)
    \(y\)
  2. On the sheet of graph paper, using a scale of \(2\)cm to represent \(1\) unit on the \(x\)-axis and \(2\)cm to represent \(5\) units on the \(y\)-axis, draw the graph of the linear function \(y=5x-2\) for \(-2\le x\le 6\).
  3. From the graph, find the
    1. value of \(y\) when \(x=3\) ,
    2. the gradient of the equation \(y=5x-2\).

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Answer:(a) \(y=-12,-2,28\) (b) Graph of \(y=5x-2\) for \(-2\le x\le6\) (c)(i) \(y=13\) (c)(ii) Gradient \(=5\)

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