Express this statement as an equation:
My age is 3 years less than twice the age of my brother. Assume that my brother’s age is x and my age is y.

x - 2y = 3

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2x + y = 3

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2x - y = 3

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3x - 2y = 0

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Solution

The correct option is C 2x - y = 3
Let my brother’s age be x and my age be y. Then, twice the age of my brother is 2x.
My age is equal to 3 less than twice my brother's age.
So, this can be represented as $y = 2 x - 3$ .
$∴ 2 x - y = 3$ is the required equation.

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Express this statement as an equation: My age is 3 years less than twice the age of my brother. Assume that my brother’s age is x and my age is y.

The correct option is C 2x - y = 3Let my brother’s age be x and my age be y. Then, twice the age of my brother is 2x. My age is equal to 3 less than twice my brother's age. So, this can be represented as y=2x−3. ∴2x−y=3 is the required equation.

Express this statement as an equation:
My age is 3 years less than twice the age of my brother. Assume that my brother’s age is x and my age is y.

The correct option is C 2x - y = 3
Let my brother’s age be x and my age be y. Then, twice the age of my brother is 2x.
My age is equal to 3 less than twice my brother's age.
So, this can be represented as $y = 2 x - 3$ .
$∴ 2 x - y = 3$ is the required equation.