If you take ' $x$ ' as the number of chocolates you have, and you receive the same number of chocolates from your friend, then what will be the number of chocolates you have in total?

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x^{2}

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2 + x

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Solution

The correct option is B 2x
You have ' $x$ ' chocolates.
Since you get the same number of chocolates from your friend,
you will have twice the number of chocolates you had initially.

Hence, the total number of chocolates you have will be equal to $2 \times x = 2 x$

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If you take 'x' as the number of chocolates you have, and you receive the same number of chocolates from your friend, then what will be the number of chocolates you have in total?

The correct option is B 2xYou have 'x' chocolates. Since you get the same number of chocolates from your friend, you will have twice the number of chocolates you had initially. Hence, the total number of chocolates you have will be equal to 2×x=2x

If you take ' $x$ ' as the number of chocolates you have, and you receive the same number of chocolates from your friend, then what will be the number of chocolates you have in total?

The correct option is B 2x
You have ' $x$ ' chocolates.
Since you get the same number of chocolates from your friend,
you will have twice the number of chocolates you had initially.

Hence, the total number of chocolates you have will be equal to $2 \times x = 2 x$