Quadrants to Twelfth Circles calculator

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How to use it?

To use the calculator, place your cursor in the desired unit field and write a number.The calculator will automatically convert your number and display the result in the other unit fields. If needed use the dot "." as the decimal separator.

Rounding: 
quadrant
1/12 circle

Quadrants to Twelfth Circles formula

Twelfth Circles to Quadrants formula

Quadrants
Quadrants

A quarter circle sector is equal to 90°.

Source: Wikipedia

Twelfth Circles
Twelfth Circles

A circle divided into 30° sectors.

Source: Wikipedia


Quadrants to Twelfth Circles Conversion Table

Below you can generate and download as CSV, Excel, PDF or print the Quadrants to Twelfth Circles conversion table based on your needs.

Selected rounding: none (You can change it above in the dropdown)

From:
To:
Increment:
quadrant 1/12 circle quadrant 1/12 circle quadrant 1/12 circle quadrant 1/12 circle
1 3 26 78 51 153 76 228
2 6 27 81 52 156 77 231
3 9 28 84 53 159 78 234
4 12 29 87 54 162 79 237
5 15 30 90 55 165 80 240
6 18 31 93 56 168 81 243
7 21 32 96 57 171 82 246
8 24 33 99 58 174 83 249
9 27 34 102 59 177 84 252
10 30 35 105 60 180 85 255
11 33 36 108 61 183 86 258
12 36 37 111 62 186 87 261
13 39 38 114 63 189 88 264
14 42 39 117 64 192 89 267
15 45 40 120 65 195 90 270
16 48 41 123 66 198 91 273
17 51 42 126 67 201 92 276
18 54 43 129 68 204 93 279
19 57 44 132 69 207 94 282
20 60 45 135 70 210 95 285
21 63 46 138 71 213 96 288
22 66 47 141 72 216 97 291
23 69 48 144 73 219 98 294
24 72 49 147 74 222 99 297
25 75 50 150 75 225 100 300

  • Quadrant (90°)
    A circular sector or circle sector (symbol: ⌔), is the portion of a disk enclosed by two radii and an arc, where the smaller area is known as the minor sector and the larger being the major sector. In the diagram, θ is the central angle in radians, r the radius of the circle, and L is the arc length of the minor sector. A sector with the central angle of 180° is called a half-disk and is bounded by a diameter and a semicircle. Sectors with other central angles are sometimes given special names, these include quadrants (90°), sextants (60°) and octants (45°), which come from the sector being one 4th or 6th or 8th part of a full circle, respectively.
  • Twelfth Circle (30°)
    A circular sector or circle sector (symbol: ⌔), is the portion of a disk enclosed by two radii and an arc, where the smaller area is known as the minor sector and the larger being the major sector. In the diagram, θ is the central angle in radians, r the radius of the circle, and L is the arc length of the minor sector. A twelfth circle sector is equal to 30°.
Tags Quadrants to Twelfth Circles quadrant to 1/12 circle Quadrants quadrant Twelfth Circles 1/12 circle converter calculator conversion table

Angle

Quadrants to Revolutions
Quadrants to Turns
Quadrants to Full Circles
Quadrants to Half Circles
Quadrants to Right angles
Quadrants to Quarter Circles
Quadrants to Sextants
Quadrants to Sixth Circles
Quadrants to Radians
Quadrants to Eighth Circles
Quadrants to Twelfth Circles
Quadrants to Points
Quadrants to Degrees
Quadrants to Gradians
Quadrants to Gons
Quadrants to Milliradians
Quadrants to Arcminutes
Quadrants to Arcseconds
Twelfth Circles to Revolutions
Twelfth Circles to Turns
Twelfth Circles to Full Circles
Twelfth Circles to Half Circles
Twelfth Circles to Quadrants
Twelfth Circles to Right angles
Twelfth Circles to Quarter Circles
Twelfth Circles to Sextants
Twelfth Circles to Sixth Circles
Twelfth Circles to Radians
Twelfth Circles to Eighth Circles
Twelfth Circles to Points
Twelfth Circles to Degrees
Twelfth Circles to Gradians
Twelfth Circles to Gons
Twelfth Circles to Milliradians
Twelfth Circles to Arcminutes
Twelfth Circles to Arcseconds