(1001-535)•(3539-34•98):699

To solve the expression \((1001-535) \cdot (3539-34 \cdot 98) : 699\), we first need to simplify each part step by step.

1. Calculate \(1001 - 535\): \[ 1001 - 535 = 466 \]

2. Calculate \(34 \cdot 98\): \[ 34 \cdot 98 = 3332 \]

3. Now plug that value back into the larger expression: Calculate \(3539 - 3332\): \[ 3539 - 3332 = 207 \]

4. Now we have the simplified expression: \[ 466 \cdot 207 \]

5. Next, calculate \(466 \cdot 207\): \[ 466 \cdot 207 = 96522 \]

6. Now, divide that result by \(699\): \[ \frac{96522}{699} \approx 138.03 \]

Therefore, the final answer is approximately \(138.03\).