If \(+\) means \(\times\), \(\div\) means- , - means \(\div\) then, and \(\times\) means \(+\), then
what is \(150\times25-5\div10+2\)?
135
This question involves evaluating a mathematical expression where the standard arithmetic operators (+, -, ×, ÷) have been assigned new meanings. We need to apply these new rules and follow the order of operations (BODMAS/PEMDAS) to find the correct answer.
The problem provides the following substitutions:
The original expression is:
$150 \times 25 - 5 \div 10 + 2$
Now, let's substitute the operators according to the given rules:
Applying these changes, the expression becomes:
$150 + 25 \div 5 - 10 \times 2$
We follow the BODMAS rule (Brackets, Orders, Division/Multiplication, Addition/Subtraction) to evaluate the expression:
After applying the operator substitutions and following the BODMAS order of operations, the value of the expression is 135.
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Which figure comes next in the series?

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