![]() I hope now you understood how to find the angle between the hour and minute hands of a clock at any given time in C#. Int minutes = int.Parse(Console.ReadLine()) ĭouble hourInDegrees = (hours * 30) + (minutes * 30.0 / 60) ĭouble diff = Math.Abs(hourInDegrees - minuteInDegrees) Ĭonsole.WriteLine($"Angle between degrees") Int hours = int.Parse(Console.ReadLine()) Similarly, each minute on the clock will represent an angle of 6 degrees (360 divided by 60) and the angle for an hour will increase as the minutes for that hour increases. Each hour on the clock represents an angle of 30 degrees (360 divided by 12). The logic that we need to implement is to find the difference in the angle of an hour and minute hand from the position of 12 O Clock when the angle between them is zero. If the input is 13 hour 30 minutes then the output should be 135 degrees Finding the angle between the hour and minute hands of a clock at any given time: For example, if the user input as 9hour 30 minutes, then the angle between the hour hand and minute hand should be 105 degrees. Then we need to calculate the angle between the given hours and minute. Here, the user will input the hour and minute. Please read our previous article where we discussed How to Perform Right Circular Rotation of an Array in C# with an example. In this article, I am going to discuss how to find the angle between the hour and minute hands of a clock at any given time in C# with an example. 1 Hour angles 0.2618 Radians: 10 Hour angles 2.618 Radians: 2500 Hour angles 654.5 Radians: 2 Hour angles 0.5236 Radians: 20 Hour angles 5.236 Radians: 5000 Hour angles 1309 Radians: 3 Hour angles 0.7854 Radians: 30 Hour angles 7.854 Radians: 10000 Hour angles 2617.99 Radians: 4 Hour angles 1. How to Remove Duplicate Elements from an Array in C#īack to: C#.NET Programs and Algorithms How to find the angle between the hour and minute hands of a clock at any given time in C#.How to find the angle between hour and minute hands of a clock at any given time in C#.How to Perform Right Circular Rotation of an Array in C#.How to Perform Left Circular Rotation of an Array in C#.How to convert a one-dimensional array to a two-dimensional array in C#.How to convert a two-dimensional array to one-dimensional array in C#.How to Find All Substrings of a Given String in C#. ![]() How to Remove Duplicate Characters From a String in C#.Reverse Each Word in a Given String in C#.Data Structures and Algorithms Tutorials.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 You also can convert 1 Hours to other Time (popular) units. To convert 1 h to deg use direct conversion formula below. In other words, find the absolute value of the difference of two angles:įirst angle between clock hands = |Angle hrs - Angle mins|Īs in the previous method, the other angle is elementary (together, they make a full circle): 1 Hours to Degrees (1 h to deg) Convert 1 Hours to Degrees (h to deg) with our conversion calculator and conversion tables. 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. ![]() For example, heres how to convert 5,000 seconds of arc to degrees using the formula above. The angle in degrees is equal to the angle in seconds of arc divided by 3,600. Remember that the hour hand moves with every minute. Since one degree is equal to 3,600 seconds of arc, you can use this simple formula to convert: degrees seconds of arc ÷ 3,600. Convert minutes and seconds to their degree equivalents: 25 minutes ÷ 60 0. Now, mark the angle between the hour hand and 12 o'clock. To convert from degrees, minutes, and seconds to decimal degrees, follow these steps: 1. From: To: Popular angle unit conversions. Home / Common Converters / Angle Converter. Also, explore many other unit converters or learn more about angle unit conversions. So, to calculate the angle between the minute hand and 12 o'clock, multiply the number of minutes by 6 degrees. Free online angle converter - converts between 15 units of angle, including degree °, radian rad, grad g, minute, etc. We already know that the minute hand moves by 6° each minute. Mark the angle between the minute hand and 12 o'clock. How to find the angle of clock hands in a harder example? 200 Seconds Of Time to Degrees 0.8333: 6 Seconds Of Time to Degrees 0.025: 300 Seconds Of Time to Degrees 1.25: 7 Seconds Of Time to Degrees 0.0292: 400 Seconds Of Time to Degrees 1.6667: 8 Seconds Of Time to Degrees 0.0333: 500 Seconds Of Time to Degrees 2.0833: 9 Seconds Of Time to Degrees 0.
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