Let's break down the calculation step by step:
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Calculate \(100,000 \times 2\): \[ 100,000 \times 2 = 200,000 \]
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Divide by \(1,000\): \[ \frac{200,000}{1,000} = 200 \]
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Add \(4\): \[ 200 + 4 = 204 \]
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Put a \(0\) after it:
- This can mean either appending a zero (creating \(2040\)) or multiplying by \(10\) (also resulting in \(2040\)).
Let's keep it as \(2040\).
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Then qidif it:
- It seems "qidif" could be a typo or not a standard term. If we interpret "qidif" as "divide," it's unclear by what to divide. If "qidif" means nothing specific, we'll assume it to be a step that doesn't change \(2040\) further.
So, the final result, assuming "qidif" does not introduce additional operations, is:
2040