In building D, 20\% of the public sector employees own a car while the rest have bikes. Among private sector employees in the same building, 40\% have bikes and the remaining have cars. What is the difference between the number of public sector employees who have bikes and the number of private sector employees who have cars in building D?

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**Solution:**

1. From the data, the number of public sector employees in building D is given as 150.

2. Number of public sector employees who own cars:
   - 20\% of 150 = $0.20 \times 150 = 30$

3. Number of public sector employees who have bikes:
   - Total public sector employees - those with cars = $150 - 30 = 120$

4. Number of private sector employees in building D is 75.

5. Number of private sector employees who have bikes:
   - 40\% of 75 = $0.40 \times 75 = 30$

6. Number of private sector employees who have cars:
   - Total private sector employees - those with bikes = $75 - 30 = 45$

7. Required difference:
   - Public sector employees with bikes - Private sector employees with cars = $120 - 45 = 75$

**Answer:** 75

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