If cost of 1 apple is - x and 1 chocolate is y y- then the cost of half dozen apples and 2 chocolates isA- 6 x-2 yB- 6 x-2 yC- 2 x-6 yD- 2 x-6 y

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Standard VII

Mathematics

Expression Formation

If cost of 1 ...

Question

If cost of 1 apple is ₹ x and 1 chocolate is ₹ y, then the cost of half dozen apples and 2 chocolates is

(6x + 2y)

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(6x - 2y)

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(2x + 6y)

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(2x - 6y)

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Solution

The correct option is A (6x + 2y)
Cost of one apple = ₹ x
Cost of one chocolate = ₹ y

The cost of half dozen apples is ₹ 6x.

Similarly, the cost of 2 chocolates is ₹ 2y.

So, the total amount spent is ₹ (6x + 2y).

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If cost of 1 apple is ₹ x and 1 chocolate is ₹ y, then the cost of half dozen apples and 2 chocolates is

The correct option is A (6x + 2y)Cost of one apple = ₹ x Cost of one chocolate = ₹ y The cost of half dozen apples is ₹ 6x. Similarly, the cost of 2 chocolates is ₹ 2y. So, the total amount spent is ₹ (6x + 2y).

The correct option is A (6x + 2y)
Cost of one apple = ₹ x
Cost of one chocolate = ₹ y

The cost of half dozen apples is ₹ 6x.

Similarly, the cost of 2 chocolates is ₹ 2y.

So, the total amount spent is ₹ (6x + 2y).