Now, tell me that’s not actually really cool! And again, you can use the Crown to move forward and backward in time to find when the Earth’s closest to Mars (beware the Martian invasion!) or all the planets are in alignment: It’s the planetary alignment of all the planets in our solar system. One more before we’re done, and this one’s great, particularly if you’ve seen movies like Tomb Raider where you find out that the alignment of the planets has profound importance! Tap on the lower right of the main face, with a tiny set of dots in circles. But again, gently tap on it and rotate the Crown and you can move forward/backward in moon phases too:Īh, in 9 days the moon’s going to look a whole lot more interesting up in the sky!
Go back to the standard view and tap on the tiny circle on the lower left that looks like the moon and the Earth fades away and the moon zooms onto the screen:Īh, bad timing on this! It’s a new moon, so there’s not much at all to see. Two hours prior to the standard display, you can see that dawn was just breaking.īut we’re not done. The time scoots out of the way and now if you rotate the Crown, you can move forward and backwards in time on the display: Go back to the standard face and gently tap on it instead of the force-tap. You just have to play around to find its capabilities!Ĭool, but not really much to write home about.įorce-press on it to customize the display and, well, there’s nothing you can do:
It shows a photo of the Earth with the current dawn and dusk lines, centered on your exact location on the planet.Īctually, there’s a lot this particular face has hidden. The first angle between clock hands is 113.5°.ģ60° - First angle between clock hands = 360° - 113.5° = 246.Some of the watch faces on the Apple Watch seem to have a ton of tricks up their sleeves, letting you pick colors, styles, photos, customize “complications” (the tiny elements on a watch face that show temperature, battery level, activity update, etc) and more. The angle of the hour hand is bigger than the angle of the minute hand, so:Īngle hrs - Angle mins = 251.5° - 138° = 113.5°. First, find the angle of the minute hand.Find the angle between the clock hands at 8:23. Let's use these instructions and solve a clock math problem:Įxample 3. Second angle between clock hands = 360° - First angle between clock hands
Apple watch dial says minus minutes full#
As in the previous method, the other angle is elementary (together they make a full circle):.In other words, find the absolute value of the difference of two angles:įirst angle between clock hands = |Angle hrs - Angle mins| To find the first one, subtract the smaller angle form the bigger one. So, the clock angle formula for the hour hand is:Īngle hrs = 30° * number of hours + 0.5° * number of minutes,īecause the hour hand moves 30° with every full hour, and then 0.5° every minute. So, to find the correct angle, we also have to consider the number of minutes. Remember that the hour hand moves with every minute. Now, mark the angle between the hour hand and 12 o'clock.So, to calculate the angle between the minute hand and 12 o'clock, multiply the number of minutes by 6 degrees. We already know that the minute hand moves by 6° each minute. Mark the angle between the minute hand and 12 o'clock.
Apple watch dial says minus minutes how to#
How to find the angle of clock hands in a harder example? Remember – there are two clock angles! The other one is: 360° - 137° = 223°
The angle between the hour hand and the minute hand equals:Īngle between clock hands = 90° + 23° + 24° = 137° We already know that it also moves 6° every minute. The minute hand moves between the number two to where it is now in four minutes. The angle between the hour hand and the number 10 on a clock is 14 minutes times 0.5°. The easiest way to find a is to see how far the hour hand is from the number 10. We see from the image that it's smaller than 30°. Then, we marked two remaining spaces with a (next to the hour hand) and c (next to the minute hand).įirst, let's find a. It contains 3 whole hours (from number 11 to number 2), so it equals: b = 3 * 30° = 90° We started by marking the angle b because it's the easiest to find its size. What's the angle between clock hands?įirst, draw a clock, and mark characteristic parts of the angle. Now, let's see how to find the angle between clock hands without using any formulas on a harder clock math problem:Įxample 2.
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