If they're pointing exactly at the same number, the time can only be 12:00
3:15
Oh, dude, it's 3:15. The hour hand is on the 3, which means it's pointing at the 3 and the minute hand is on the 3, which is pointing at the 3rd minute. So, it's like 3:15, easy peasy.
The angle between the hour hand and the minute hand on a standard clock at 6:30 is 15 degrees. Let's review the movement of the hands of the clock specific to this problem. The hour hand moves through the 12 hours of half a day in 12 hours (naturally), and that translates into the hour hand moving 360 degrees in 12 hours. That means the hour hand moves 360/12, or 30 degrees per hour. That translates into 15 degrees in half an hour. If the hour hand is pointing straight down at 6:00 (which it is), it will move 15 degrees from where it was in half and hour. And the time will be 6:30 with the minute hand pointing straight down. The minute hand will be pointing to where the hour hand was half an hour ago. And, as stated, the hour hand will have moved from dead on the six and gone 15 degrees further around.
On a clock, 10 to 9 looks like the hour hand pointing slightly before the 9 and the minute hand pointing at the 2, which represents 10 minutes before the hour of 9. This means the time is 8:50. The hour hand is closer to the 9 than to the 8, indicating that it's approaching 9 o'clock.
A clock that shows 11:40 indicates that the hour hand is slightly past the 11 and the minute hand is pointing at the 8, signifying 40 minutes past the hour. This time can occur on both analog and digital clocks. In a 12-hour format, it could be either in the morning (AM) or evening (PM).
12:00! It depends what number they are both pointing to.
To write 3:10 AM in analog form, you would represent the hour hand pointing to the 3 and the minute hand pointing to the 2 on a clock face. The hour hand represents the hour, while the minute hand represents the minutes. The small hand pointing directly at the 3 indicates 3 o'clock, and the minute hand pointing at the 2 represents 10 minutes past the hour.
the answer is 5:20
3:15
The numbers around the face of a watch indicate the hour and minutes of time depending on which hands of the watch are pointing to which numbers. The short hand points to hours and the long hand points to minutes. If the long hand is pointing to 6 and the short hand is pointing to 3 = 3:30 If the short hand is pointing to 6 and the long hand is pointing to 3 = 6:15
ew
Oh, dude, it's 3:15. The hour hand is on the 3, which means it's pointing at the 3 and the minute hand is on the 3, which is pointing at the 3rd minute. So, it's like 3:15, easy peasy.
The angle between the hour hand and the minute hand on a standard clock at 6:30 is 15 degrees. Let's review the movement of the hands of the clock specific to this problem. The hour hand moves through the 12 hours of half a day in 12 hours (naturally), and that translates into the hour hand moving 360 degrees in 12 hours. That means the hour hand moves 360/12, or 30 degrees per hour. That translates into 15 degrees in half an hour. If the hour hand is pointing straight down at 6:00 (which it is), it will move 15 degrees from where it was in half and hour. And the time will be 6:30 with the minute hand pointing straight down. The minute hand will be pointing to where the hour hand was half an hour ago. And, as stated, the hour hand will have moved from dead on the six and gone 15 degrees further around.
10°, on a standard 12-hour clock. The minute hand is pointing at the 4, but the hour hand has advanced by 1/3 of an hour, which is 1/36 of a full circle, or 10°.
At 11:20 the hour hand is pointing to 1/3 of an hour after 11, which is 20 degrees before 12. The minute hand is pointing at 120 degrees after 12. So the angle between the two is 120+20 = 140 degrees.
A gibbous phase refers to a phase where more than half, but not all, of the illuminated part of the moon is visible from Earth. The angle that describes both gibbous phases is between 90 and 180 degrees.
It could be four times per day: 9 AM, 9 PM, 3 AM, and 3 PM. Note: The question as stated is false and would likely cause controversy if it was on an important exam. The question should be "If the minute hand is pointing to the twelve and the hour hand is perpendicular to the minute hand, what times could it be?"