Sentences with HYPOCYCLOID
Check out our example sentences below to help you understand the context.Sentences
1
"A hypocycloid is a curve traced by a point on a small circle rolling inside a larger fixed circle."
2
"The equation for a hypocycloid can be expressed in polar coordinates."
3
"A hypocycloid can have various numbers of cusps depending on the relationships between the radii of the circles."
4
"The hypocycloid is a special case of hypotrochoid where the point is always at a fixed distance from the center of the smaller circle."
5
"The rolling of a hypocycloid can be visualized using a rolling pin."
6
"Leonardo da Vinci made drawings of hypocycloids in his notebooks."
7
"A hypocycloid can have a repeating pattern of loops."
8
"The hypocycloid is a periodic curve."
9
"The hypocycloid is the solution to a particular type of mathematical problem."
10
"There are different types of hypocycloids, such as epicycloids and curtate cycloids."
11
"The hypocycloid is a self-intersecting curve."
12
"The shape of a hypocycloid depends on the ratio of the radii of the circles."
13
"The hypocycloid is named based on the motion of the smaller circle."
14
"The hypocycloid is related to the cycloid, but with a different rolling motion."
15
"The hypocycloid was first studied by the ancient Greek mathematician Dinostratus."
16
"The hypocycloid has both convex and concave regions."
17
"The hypocycloid has applications in kinematics and gear designs."
1
"A hypocycloid is a curve generated by a point on a small circle that rolls within a larger fixed circle."
2
"You can use hypocycloids to create interesting geometric designs."
3
"The hypocycloid is a special case of the more general cycloid curve."
4
"The hypocycloid has applications in mathematics, physics, and engineering."
5
"Leonardo da Vinci studied the properties of hypocycloids."
6
"The hypocycloid is a closed curve with a finite length."
7
"The hypocycloid is a periodic curve."
8
"The hypocycloid can be classified as an epicycloid if the small circle is on the outside."
9
"You can create a hypocycloid by tracing the path of a point on a rolling wheel within a fixed wheel."
