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Консультация № 148705
27.10.2008, 21:04
0.00 руб.
27.10.2008, 22:57
0
2
1
Построить кривую, заданную уравнением p = 2 cos 4φ, в полярной системе координат, составив таблицу, в которой указаны значения φ и соответствующие им значения p.
Обсуждение
Неизвестный
28.10.2008, 09:41
общий
29.10.2008, 03:49
это ответ
Здравствуйте, Magictricks!
p=2cos4φ
Я вам помогу в построении таблицы значений з для соответствующего значения φ.
Как строить кривые в полярной системе координат:
Выбираете полюс (начальную точку) и луч, выходящий из полюса, на котором определяете единичный отрезок. Далее откладываете от луча угол φ, т.е. строите луч, на котором откладываете отрезок длиной р.
φ0=0
p0=2
φ00=pi/8
p00=0
φ1=pi/6
p1=-1
φ2=pi/4
p2=-2
φ3=pi/3
p3=-1
φ33=3pi/8
p33=0
φ4=pi/2
p4=2
φ5=5pi/8
p5=0
φ6=2pi/3
p6=-1
φ0=3pi/4
p0=-2
φ7=5pi/6
p7=-1
φ8=pi
p8=2
φ9=7pi/6
p9=-1
φ10=5pi/4
p10=-2
φ11=4pi/3
p11=-1
φ12=3pi/2
p12=2
φ13=5pi/3
p13=-1
φ14=7pi/4
p14=-2
φ15=11pi/6
p15=-1
φ16=2pi
p16=2
p=2cos4φ
Я вам помогу в построении таблицы значений з для соответствующего значения φ.
Как строить кривые в полярной системе координат:
Выбираете полюс (начальную точку) и луч, выходящий из полюса, на котором определяете единичный отрезок. Далее откладываете от луча угол φ, т.е. строите луч, на котором откладываете отрезок длиной р.
φ0=0
p0=2
φ00=pi/8
p00=0
φ1=pi/6
p1=-1
φ2=pi/4
p2=-2
φ3=pi/3
p3=-1
φ33=3pi/8
p33=0
φ4=pi/2
p4=2
φ5=5pi/8
p5=0
φ6=2pi/3
p6=-1
φ0=3pi/4
p0=-2
φ7=5pi/6
p7=-1
φ8=pi
p8=2
φ9=7pi/6
p9=-1
φ10=5pi/4
p10=-2
φ11=4pi/3
p11=-1
φ12=3pi/2
p12=2
φ13=5pi/3
p13=-1
φ14=7pi/4
p14=-2
φ15=11pi/6
p15=-1
φ16=2pi
p16=2
Форма ответа
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