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Worksheet: Finding the Equation of a Straight Line in Different Forms given the Slope and a Point on It

Q1:

Find, in point-slope form, the equation of the line with slope that passes through the point .

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Q2:

Find, in point-slope form, the equation of the line with slope that passes through the point .

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Q3:

A line has a slope of 3 and passes through the point . Work out the equation of the line, giving your answer in the form .

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Q4:

A line has a slope of and passes through the point . Work out the equation of the line, giving your answer in the form .

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Q5:

Find the point of intersection between the -axis and the line with slope that passes through the point .

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Q6:

Find the equation of the straight line represented by the graph below in the form of .

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Q7:

Find the equation of the straight line represented by the graph below in the form of .

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Q8:

Find the equation of the straight line represented by the graph below in the form of .

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Q9:

Determine the equation of the line which cuts the -axis at 4 and the -axis at 7.

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Q10:

Determine the equation of the line which cuts the -axis at 1 and the -axis at 5.

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Q11:

What is the equation of the line with -intercept and -intercept 4?

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Q12:

Write the equation represented by the graph shown. Give your answer in the form .

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Q13:

Write the equation represented by the graph shown. Give your answer in the form .

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Q14:

Write the equation represented by the graph shown. Give your answer in the form .

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Q15:

Write the equation represented by the graph shown. Give your answer in the form .

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Q16:

33. Write the equation represented by the graph shown. Give your answer in the form .

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Q17:

Write the equation represented by the graph shown. Give your answer in the form .

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Q18:

Which of the following graphs represents the equation ?

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