Angles Between Clock Hands - Class VIII
checking angles between hands of a clock
Questions
At 5'O clock the angle between two hands in a clock is
- ${ 120 }^{ \circ }$
- ${ 130 }^{ \circ }$
- ${ 140 }^{ \circ }$
- ${ 150 }^{ \circ }$
The centre of a clock is taken as origin At 4.30 pm the equation of line along minute hand is x = 0 Therefore at this istant the equation of line along the hour hand will be
- $x - y = 0$
- $x + y = 0$
- $\displaystyle y=\sqrt{2x}$
- $\displaystyle y=\frac{x}{\sqrt{2}}$
At 4.24 pm, how many degrees has the hour hand of a clock moved from its position at noon?
- $132^\circ$
- $135^\circ$
- $140^\circ$
- $145^\circ$
The minute hand of a clock is 14 cm long
How much distance dose the end of the minute hand
travel in 15 minutes?$\displaystyle \left ( Take \pi =\frac{22}{7}\right )$
- 11 cm
- 22 cm
- 33 cm
- 44 cm
At 5:20 the angle formed between the two hands of a clock is
- obtuse
- right
- acute
- none of these
At 3 o'clock, the angle formed between the two hands of a clock is
- right
- acute
- obtuse
- left
At 9 o'clock the formed between the hands of a clock is
- complete angle
- reflex angle
- zero angle
- none
At 3 o'clock the angle formed between the hands of a clock is
- reflex angle
- right angle
- straight angle
- acute angle
Type of angle between the hands of a clock when the time is 5:20 is
- right angle
- straight angle
- obtuse angle
- acute angle
Let $A$ be the angle between the minute and the hour hand at $6$ p.m. and $B$ be the angle between them at $12$ a.m. Then which of the following statements is true?
- $A < B$
- $A > B$
- $A=B$
- None of these
What is the angle between the hands of a clock, when they lie in a straight line ?
- $30^{o}$
- $60^{o}$
- $90^{o}$
- $180^{o}$
What friction of a clockwise revolution does the hour hand of a clock turn through, when it goes from
- $3$ to $9$
- $4$ to $7$
- $7$ to $10$
- $12$ to $9$
- $1$ to $10$
- $6$ to $3$
At what time between $2$ and $3$ the acute angle between the hour hand and the minute hand will be $50^{o}$
- $2:20$
- $2:25$
- $2:35$
- $2:40$
The angle between the minute hand and the hour hand of a clock when the time is 3:30 in degree is
- 90
- 09
- 88
- 75
The angle between the minute hand and the hour hand of a clock when the time is 4:20 in degree is:
- 20
- 30
- 10
- 80
At what time between 4 and 5, will the hands of a clock coincide?
- 15.81 min
- 21.81min
- 23.81 min
- 33.48 min
Angle between the minutes hand of a clock and hour hand when the time is 7 : 20 am is
- $\displaystyle 80^{\circ}$
- $\displaystyle 100^{\circ}$
- $\displaystyle 120^{\circ}$
- $\displaystyle 140^{\circ}$
At $5:20$ the angle formed between the two hands of a clock is:
- obtuse angle
- right angle
- acute angle
- None of the above
What is the angle (in circular measure) between the hour hand and the minute hand of a clock when the time is half past $4$?
- $\dfrac{\pi}{3}$
- $\dfrac{\pi}{4}$
- $\dfrac{\pi}{6}$
- None of the above
At what time is the angle between the hands of a clock equal to $30^{o}$ ?
- $1:00$
- $11:00$
- $2:00$
- $12:00$
How many times between $6:00$ am and $6:00$ pm, do the hands of a clock make a straight line
- $9$
- $10$
- $11$
- $12$
How many times in a day, do the hands of a clock make a right angle ?
- $21$
- $22$
- $42$
- $44$
At 2:15 o'clock, the hour and minute hands of a clock form an angle of:
- $30^{\circ}$
- $5^{\circ}$
- $22\dfrac{1}{2}{\circ}$
- $7\dfrac{1}{2}{\circ}$