The reflex angle between the hands of the clock at 9:20 is Option 1: 160^() Option 2: 200^() Option 3: 210^() Option 4: 220^()

Answer: 200^(). Solution: At 9:20, hour hand position = 9 x 30 + 20 x 0.5 = 280^(). Minute hand position = 20 x 6 = 120^(). Angle between hands =, 280 - 120, = 160^(). Since this is less than 180^(), the reflex angle = 360^() - 160^() = 200^().

Logical Reasoning

Clocks & Calendar

Easy

The reflex angle between the hands of the clock at 9:20 is

$160^{\circ}$

$200^{\circ}$

$210^{\circ}$

$220^{\circ}$

✅ Correct Option: 2

At 9:20, hour hand position $= 9 \times 30 + 20 \times 0.5 = 280^{\circ}$ . Minute hand position $= 20 \times 6 = 120^{\circ}$ .

Angle between hands $= |280 - 120| = 160^{\circ}$ . Since this is less than $180^{\circ}$ , the reflex angle $= 360^{\circ} - 160^{\circ} = 200^{\circ}$ .

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