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If A% B means A is multiplied to B, A # B means A is added to B, A @ B means A is divided by B, A $ B means B is subtracted from A; then what is the v
Question

If A% B means A is multiplied to B, A # B means A is added to B, A @ B means A is divided by B, A $ B means B is subtracted from A; then what is the value of the given expression?
105 # 87% @3$ 19% 4

A.

58

B.

104

C.

-17

D.

97

Correct option is B

Given: Expression: 105 # 87 % @ 3 $ 19 % 4, with operators % = multiply, # = add, @ = divide, $ = subtract.

Concept: Mathematical operator substitution and BODMAS execution.

Solution:

​As per the given condition,

A % B= x

A # B= +

A @ B= A/B

A $ B= -

The given expression is 105 # 87 @ 3 $ 19 % 4.

Now,

105 + (87/3) - 19 × 4

According to BODMAS,

105 + 29 - 19 × 4

105 + 29 - 76

134 - 76 = 58

So the correct answer is (b)

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