Find the approximate angle between the minute hand and the hour hand of a 12-hour clock when the time is 9:25.

Given: The time is 9:25.

Logic: Angle between the minute hand and the hour hand = (30 $$\times$$ H) $$-$$ ($$\frac{11}{2}$$ $$\times$$ M)​

where H represents hour and M represents minutes.

Explanation:​

The angle between the minute hand and the hour hand = (30 $$\times$$ 9) $$-$$ ($$\frac{11}{2} \ \times$$ 25)

= 270 $$-$$ 137.5 = 132.5$$\degree$$

Thus, the approximate angle between the minute and the hour hand when the time is 9:25 is 132.5$$\degree$$.

So, the correct answer is (d).