After $5$ years, the age of the father will be two times the age of his son. Write a linear equation in two variables to represents this statement also draw the graph.

x = 2 y + 5

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x = 2 y - 5

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x - 2 y = - 5

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x = y + 5

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Solution

The correct option is A $x = 2 y + 5$
Let at present age of the father $= x$

Age of son $= y$

After 5 years , the age of the father will be two times the age of his son.

$∴$ Required linear equation to represent the above statement is $x = 2 y + 5$

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After 5 years, the age of the father will be two times the age of his son. Write a linear equation in two variables to represents this statement also draw the graph.

The correct option is A x=2y+5Let at present age of the father =x Age of son =yAfter 5 years , the age of the father will be two times the age of his son. ∴ Required linear equation to represent the above statement is x=2y+5

After $5$ years, the age of the father will be two times the age of his son. Write a linear equation in two variables to represents this statement also draw the graph.

The correct option is A $x = 2 y + 5$
Let at present age of the father $= x$

Age of son $= y$

After 5 years , the age of the father will be two times the age of his son.

$∴$ Required linear equation to represent the above statement is $x = 2 y + 5$