G.61 diameter of a circle — Heath
I.def.17
A
diameter of the
circle is any
straight line drawn through the
centre and terminated in both directions by the circumference of the circle, and such a straight line also bisects the circle.
Dependency Graph
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node [shape=box, style="rounded,filled", fontname="Helvetica", fontsize=11, color="#d6d3cd", fontcolor="#ffffff"];
edge [color="#8c857b", fontcolor="#8c857b", arrowsize=0.75];
rankdir="TB";
"G.1" [label="G.1", tooltip="G.1 (I.def.1): A point A is that which has no part.", fillcolor="#224422", URL="../G.1/index.html", target="_top"];
"G.2" [label="G.2", tooltip="G.2 (I.def.2): A line [ A B ] is a projection of a relationship of two points A, B.", fillcolor="#224422", URL="../G.2/index.html", target="_top"];
"G.3" [label="G.3", tooltip="G.3 (I.def.3): The extremities of a segment / A B / are points A, B.", fillcolor="#224422", URL="../G.3/index.html", target="_top"];
"G.4" [label="G.4", tooltip="G.4 (I.def.4): A segment / A B / is a portion of a line [ A B ] between two points A, B on the line.", fillcolor="#224422", URL="../G.4/index.html", target="_top"];
"G.5" [label="G.5", tooltip="G.5 (I.def.5): A surface is that which has length and breadth only.", fillcolor="#224422", URL="../G.5/index.html", target="_top"];
"G.6" [label="G.6", tooltip="G.6 (I.def.6): The extremities of a surface are lines or arcs.", fillcolor="#224422", URL="../G.6/index.html", target="_top"];
"G.7" [label="G.7", tooltip="G.7 (I.def.7): A plane surface lies evenly with the lines on itself.", fillcolor="#224422", URL="../G.7/index.html", target="_top"];
"G.8" [label="G.8", tooltip="G.8 (I.def.13): A boundary is the extremity of anything.", fillcolor="#224422", URL="../G.8/index.html", target="_top"];
"G.9" [label="G.9", tooltip="G.9 (I.def.14): A figure is that which is contained by any boundary or boundaries.", fillcolor="#224422", URL="../G.9/index.html", target="_top"];
"G.10" [label="G.10", tooltip="G.10 (I.def.15): A circle ( A B ) is a plane figure contained by one arc defined by a center A and a point B establishing its defining radius / A B /, such that all segments / A B /, / A C /, / A D...", fillcolor="#224422", URL="../G.10/index.html", target="_top"];
"G.11" [label="G.11", tooltip="G.11 (I.def.16): The point A within the circle ( A B ) from which all segments / A B /, / A C / to the arc are equal is called the center of the circle.", fillcolor="#224422", URL="../G.11/index.html", target="_top"];
"G.61" [label="G.61", tooltip="G.61 (I.def.17): A diameter of a circle is any segment drawn through the center and terminated in both directions by the arc of the circle; it bisects the circle.", penwidth=2.5, color="#e8b85a", fillcolor="#4a453b", URL="index.html", target="_top"];
"G.2" -> "G.1";
"G.3" -> "G.1";
"G.4" -> "G.1";
"G.10" -> "G.1";
"G.11" -> "G.1";
"G.3" -> "G.2";
"G.4" -> "G.2";
"G.6" -> "G.2";
"G.7" -> "G.2";
"G.4" -> "G.3";
"G.6" -> "G.3";
"G.8" -> "G.3";
"G.7" -> "G.4";
"G.10" -> "G.4";
"G.11" -> "G.4";
"G.61" -> "G.4";
"G.6" -> "G.5";
"G.7" -> "G.5";
"G.10" -> "G.6";
"G.10" -> "G.7";
"G.9" -> "G.8";
"G.10" -> "G.9";
"G.11" -> "G.10";
"G.61" -> "G.10";
"G.61" -> "G.11";
}
Required for
G.62 G.64 G.65 G.66 G.67 G.68 G.69 G.70 G.71 G.72 G.73 G.74 G.75 G.79 G.80 G.82 G.83 G.84 G.85 G.86 G.87 G.88 G.89 G.90 G.91 G.92 G.93 G.94 G.95 G.96 G.97 G.105 G.106 G.114 G.116 G.118 G.119 G.130 G.131 G.133 G.134 G.135 G.136 G.137 G.139 G.140 G.141 G.142 G.143 G.144 G.145 G.147 G.149 G.151 G.154 G.157 G.158 G.159 G.160 G.162 G.163 G.164 G.165 G.167 G.168 G.210 G.211 G.212 G.213 G.214 G.215 G.216 G.218 G.219 G.220 G.221 G.222 G.223 G.225 G.226 G.227 G.228 G.229 G.231 G.232 G.234 G.235 G.236 G.237 G.238 G.239 G.240 G.241 G.243 G.244 G.245 G.246 G.345 G.377 G.378 G.381 G.382 G.383 G.384 G.385 G.386 G.389 G.390 G.393 G.394 G.395 G.396 G.397 G.398 G.399 G.400 G.401 G.402 G.403 G.404 G.405 G.406 G.407 G.408 G.409 G.410 G.411 G.412 G.413 G.414 G.415 G.416 G.417 G.418 G.419 G.420 G.421 G.423 G.425 G.427 G.429 G.431 G.433 G.434 G.435 G.436 G.437 G.438 G.439 G.440 G.441 G.442 G.443 G.444 G.445 G.446 G.447 G.448 G.449 G.450 G.451 G.452 G.453 G.455 G.457 G.458 G.459 G.460 G.461 G.462 G.463 G.464 G.465 G.466 G.467 G.468 G.470 G.472 G.474 G.476 G.477 G.478 G.479 G.480 G.481 G.482 G.483 G.484 G.485 G.486 G.487 G.488 G.489 G.490 G.491 G.492 G.493 G.494 G.495 G.496 G.497 G.498 G.499 G.500 G.501 G.502 G.503 G.508 G.510 G.511 G.512 G.513 G.514 G.518 G.519 G.520 G.522 G.528 G.530 G.531 G.532 G.536 G.538 G.539 G.540 G.541 G.542 G.543 G.544 G.545 G.546 G.547 G.549 G.550 G.551 G.552 G.554 G.555 G.556 G.557 G.558 G.559 G.560 G.563 G.565 G.570 G.571 G.572 G.573 G.574 G.575 G.576 G.577 G.578 G.579 G.580 G.581 G.582 G.583 G.584 G.586 G.587 G.588 G.589 G.590 G.591 G.592 G.594 G.595 G.597 G.598 G.600 G.601
