Arc Length in a sentence
(1) Calculate the arc length of an epicycloid.
(2) Enter the radius to calculate the arc length.
(3) The arc length of a fractal curve is often infinite.
(4) The arc length of a circle is equal to the circumference.
(5) The radian is used to calculate the arc length of a circle.
(6) The radius is used to determine the arc length of a circle.
(7) The arc length of a parabola can be determined using calculus.
(8) The arc length of a straight line segment is simply its length.
(9) The arc length of a logarithmic spiral increases exponentially.
(10) The arc length of a catenary curve is proportional to its span.
Arc Length sentence
(11) The arc length of a sine wave is proportional to its wavelength.
(12) The arc length of a sector is proportional to the central angle.
(13) The arc length of a cardioid curve depends on its size and shape.
(14) The arc length of a cubic curve can be calculated using calculus.
(15) The arc length of a straight line segment is equal to its length.
(16) The arc length of a sector is directly proportional to the radius.
(17) The arc length of a spiral increases as it winds around its center.
(18) The arc length of a cycloid curve can be determined using calculus.
(19) The arc length of a parabolic curve can be found using integration.
(20) The arc length of a sector is inversely proportional to the radius.
Arc Length make sentence
(21) The arc length of a circular arc is a fraction of the circumference.
(22) The angle of a sector of a circle is proportional to its arc length.
(23) The arc length of a spiral staircase increases as it spirals upwards.
(24) The semidiameter of a circle can be used to calculate its arc length.
(25) The arc length of a ski slope affects the difficulty level for skiers.
(26) To calculate the arc length of the circle, enter the radius and angle.
(27) The arc length of a helix can be calculated using its radius and pitch.
(28) The arc length of a cosine wave is also proportional to its wavelength.
(29) The arc length of a suspension bridge affects its structural integrity.
(30) Tracing the radius enables you to calculate the arc length of a circle.
Sentence of arc length
(31) The arc length of a sector is a fraction of the perimeter of the circle.
(32) The elliptic integral is used to calculate the arc length of an ellipse.
(33) The angle like of a sector of a circle is proportional to the arc length.
(34) The arc length of a sector is inversely proportional to the central angle.
(35) The arc length of a race track determines the lap distance for competitors.
(36) The arc length of a quartic curve requires advanced mathematical techniques.
(37) The arc length of a semicircle is half the circumference of the full circle.
(38) The arc length of a sector is a fraction of the circumference of the circle.
(39) Isoperimetric curves can be characterized by their curvature and arc length.
(40) The arc length of an ellipse depends on its eccentricity and semi-major axis.
Arc Length meaningful sentence
(41) The arc length of a hiking trail determines the distance hikers need to cover.
(42) The radian is defined as the ratio of the arc length to the radius of a circle.
(43) The arc length of a sector is a fraction of the length of the circle's boundary.
(44) In order to calculate the arc length of a circle, you must first find the radius.
(45) The arc length of a roller coaster track determines the thrill factor of the ride.
(46) To find the arc length, divide the circumference of the circle by the central angle.
(47) To calculate the arc length of a circle, you need to determine the radius and angle.
(48) The arc length of a semicircle is half the circumference of the corresponding circle.
(49) The arc length of a road curve affects the speed at which vehicles can safely travel.
(50) The arc length of a hyperbola can be found using its eccentricity and semi-major axis.
Arc Length sentence examples
(51) The arc length of a straight line segment is the shortest distance between two points.
(52) The arc length of a sector is always less than or equal to the perimeter of the circle.
(53) Calculating the arc length of a curve requires knowledge of its radius and central angle.
(54) The arc length of a quarter circle is one-fourth of the circumference of the full circle.
(55) The arc length of a sector is measured in units of length, such as centimeters or inches.
(56) The arc length of a circle is calculated by multiplying the radius with the central angle.
(57) The radius of a circle is a key measurement when calculating its arc length or sector area.
(58) The arc length of a sector is always less than or equal to the circumference of the circle.
(59) To calculate the arc length of a circle, you must first locate the radius and angle measure.
(60) The arc length of a sector is a fraction of the distance traveled along the circle's boundary.
Sentence with arc length
(61) The arc length of a sector is always less than or equal to the length of the circle's boundary.
(62) If you want to find the arc length of a circle, you will need to use radians in your calculation.
(63) If you calculate the arc length of an epicycloid, you will find it depends on the angles involved.
(64) The elliptic integral of the first kind is used in the calculation of the arc length of an ellipse.
(65) The central angle of a sector is equal to the ratio of its arc length to the circle's circumference.
(66) The arc length of a sector can be found by multiplying the radius with the central angle in radians.
(67) The arc length of a sector is a fraction of the length of the chord connecting the endpoints of the arc.
(68) The arc length of a sector is a fraction of the straight line distance between the endpoints of the arc.
(69) The arc length of a sector is always less than or equal to the distance traveled along the circle's boundary.
(70) The arc length of a sector is always greater than or equal to the length of the chord connecting the endpoints of the arc.
(71) The arc length of a sector is always greater than or equal to the straight line distance between the endpoints of the arc.
(72) The arc length of a sector is always greater than or equal to the distance traveled in a straight line between the endpoints of the arc.
(73) The arc length of a sector can also be calculated by multiplying the radius with the central angle in degrees and then converting it to radians.
(74) The arc length of a sector is always greater than or equal to the distance traveled along the straight line connecting the endpoints of the arc.
(75) By analyzing the curvature of an epicycloid at different points, mathematicians have been able to derive formulas for calculating its arc length.
Arc Length meaning
Arc length is a term used in mathematics to describe the length of a curve on a circle or any other curved shape. It is an important concept in geometry and calculus, and is used in a variety of applications, including engineering, physics, and architecture. If you are looking to use the term "arc length" in a sentence, there are a few tips that can help you to do so effectively. Here are some suggestions:
1. Define the term: Before using the term "arc length" in a sentence, it is important to make sure that you understand what it means. You can define the term in your own words, or use a dictionary or online resource to find a clear definition. This will help you to use the term accurately and appropriately.
2. Use it in context: When using the term "arc length" in a sentence, it is important to provide context so that your reader or listener understands what you are referring to.
For example, you might say "The arc length of the circle is 2?r," where "r" is the radius of the circle. This provides context for the term and helps to clarify its meaning.
3. Be precise: When using the term "arc length," it is important to be precise and accurate. This means using the correct formula or equation to calculate the arc length, and using the appropriate units of measurement.
For example, you might say "The arc length of the curve is 5 meters," rather than simply saying "The curve is 5 meters long."
4. Use examples: To help illustrate the concept of arc length, it can be helpful to use examples in your sentence.
For example, you might say "The arc length of the curve on the roller coaster is longer than the arc length of the curve on the kiddie ride." This helps to make the concept more concrete and understandable.
5. Avoid jargon: While it is important to use precise language when discussing arc length, it is also important to avoid using jargon or technical terms that may be unfamiliar to your audience. Instead, try to use clear, simple language that is easy to understand.
Overall, using the term "arc length" in a sentence requires a clear understanding of the concept, as well as precision, context, and clarity. By following these tips, you can effectively communicate the meaning of this important mathematical term.
The word usage examples above have been gathered from various sources to reflect current and historical usage of the word Arc Length. They do not represent the opinions of TranslateEN.com.