Rina’s brother came running to the shop and he asked for 2 more chocolates for him (which costs Rs. y each). What would be the total amount (in Rs.) spent in the market if Rs. (6x + 2y) was spent earlier?

(6x + 2y + 2y)

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(6x + 2y - 2y)

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(4x + 2y)

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(6x + 4y)

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Solution

The correct options are
A
(6x + 2y + 2y)

D
(6x + 4y)

Rina had bought 6 apples and 2 chocolates, but she had to buy 2 more chocolates for her brother. That effectively means that Rina had bought 6 apples and 4 chocolates. So, Rina spent Rs. (6x + 4y).

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Rina’s brother came running to the shop and he asked for 2 more chocolates for him (which costs Rs. y each). What would be the total amount (in Rs.) spent in the market if Rs. (6x + 2y) was spent earlier?

The correct options are A (6x + 2y + 2y) D (6x + 4y) Rina had bought 6 apples and 2 chocolates, but she had to buy 2 more chocolates for her brother. That effectively means that Rina had bought 6 apples and 4 chocolates. So, Rina spent Rs. (6x + 4y).

The correct options are
A
(6x + 2y + 2y)

D
(6x + 4y)

Rina had bought 6 apples and 2 chocolates, but she had to buy 2 more chocolates for her brother. That effectively means that Rina had bought 6 apples and 4 chocolates. So, Rina spent Rs. (6x + 4y).