What is the angle between the Hour hand and Minute hand at 4 : 25?120°2$17\frac{1}{2}°$3$19\frac{1}{2}°$4$25\frac{1}{2}°$Answer & explanation+Correct answer: option 2The minute hand of the clock will be at 25°/60° x 360° = 150 The hour hand of the clock will be between 4 and 5 in ratio 25:35. Angle at 4171°2 AM =120° and angle at 5÷ AM =150° ÷Angle at 4:25× AM => 35 x 120 + 150 x 25 divided by 35 + 25 ×=> 132 1/2° (( Angle between two hands = 150° - 132 1/2 => 17 1/2° )) Thus, 17 1/2° is correct.
