What is is circumference of a circle is 6.28. What is the area of the circle?
Your English grammar appears to be very poor.
I think you mean ' If the circumference of a circle is '6.28' , then what is the area?'.
Remember the two circle equ'ns.
C = 2 pi r
A = pi r^(2)
Since we know 'C' at 6.28, and pi = 3.14
Then we can find 'r' (Radius).
Hence
6.28 = 2 x 3.14 x r
r = 6.28/( 2(3.14))
r = 1 (one)
Substituting into 'A'
A = 3.14 (1)^(2)
A = 3.14 units ^(2).
That's doing the calculation in two steps. However, by algebraic reARRANGEMENT WE CAN DO IT IN ONE STEP. However, be careful with the algebra.
C= 2 pi r
r = C/2pi
r^(2) = (C/2pi)^(2)
Substituting
A = pi (C/2pi)^(2)
Cancel down by 'pi'
Hence
A = [C/2]^(2) / pi
A = [ 6.28 / 2 ] ^(2) / 3.14
A = [39.4383/4] / 3.14
A = [9.8596]/3.14
A = 3.14 As before.
What is the sum of an interior angle on a quadrilatral?
For any quadrilateral it is always 360 degrees.
Trigons(triangles) = 180
Tetragons = 360
Pentagon = 540
Hexagons = 720
Heptagons = 900
Octagons = 1080
Nonagons = 1260
Decagons = 1440
NB For each extra side add 180.
What is a shape with an interior angle of 171?
A shape with an interior angle of 171 degrees is a polygon, specifically one with a high number of sides. For instance, a polygon with 171-degree interior angles could be a 12-sided polygon (dodecagon) or any polygon with more than 12 sides. The interior angle can be calculated using the formula ((n-2) \times 180/n), where (n) is the number of sides, and 171 degrees indicates that the polygon must have at least 12 sides to accommodate such an angle.
What is a polygon with four sides and for angles whose sum is 360 degrees?
A polygon of four sides is a TETRAGON. Commonly named a quadrilateral.
All quadrilateral angles always sum to 360 degrees.
A tetragon always has four sides and four angles.
Depending on their shape , they go by different names.
viz., square, parallelogram, rhombus, trapezium, kite, and irregular.
How many cubic inches are in 600 cubic feet?
1 cu.ft. contains 12 ins x 12 in x 12 in = 1728 cu.ins.
So 600 cu.ft. contains 600 X 1728 = 1,036,800 cu.ins.
A right cylinder has a radius of 4 and a height of 11. What is its surface area?
The surface area ( A ) of a right cylinder can be calculated using the formula ( A = 2\pi r(h + r) ), where ( r ) is the radius and ( h ) is the height. For a cylinder with a radius of 4 and a height of 11, the surface area is ( A = 2\pi(4)(11 + 4) = 2\pi(4)(15) = 120\pi ). Hence, the surface area is approximately ( 376.99 ) square units when ( \pi ) is approximated as ( 3.14 ).
What are the arm branches in the pentagon?
The Pentagon, the headquarters of the United States Department of Defense, has five main branches representing the U.S. Armed Forces: the Army, Navy, Air Force, Marine Corps, and Coast Guard. Each branch is responsible for specific military operations and functions. Additionally, the Pentagon houses various defense agencies and offices that support the overall mission of national defense and security.
What does the symbols triangle circle triangle mean?
The symbols triangle, circle, triangle can have various interpretations depending on the context. In geometry, they represent basic shapes, while in some cultures or belief systems, they might symbolize concepts like balance (triangle) and unity or wholeness (circle). In modern contexts, these symbols can also appear in design, art, or branding, often conveying specific meanings or themes. Without additional context, it's difficult to pinpoint a definitive meaning.
What shape is a spooted dophins head?
A spotted dolphin's head is characterized by a distinctive, rounded shape that is generally more pronounced than that of some other dolphin species. Its forehead is smooth and slopes gently toward the beak, which is elongated and tapered. This streamlined head shape aids in hydrodynamics, allowing for agile swimming and maneuverability in the water. The overall appearance contributes to the dolphin's playful and active demeanor.
How would you make one rectangle and two triangle with a parallelogram?
Oh My God! I have the same homework it's the Virginia SOL coach rightt?
What is the value of X in the triangle?
To determine the value of X in a triangle, we need specific information about the triangle, such as its angles or side lengths, or any relationships between them, such as the use of the Pythagorean theorem or the properties of similar triangles. Please provide the relevant details or a diagram, and I would be happy to help!
Can rays ever be parallel lines?
Rays aren't really lines, since (Euclidean) lines extend infinitely in all directions, so they can't be parallel lines.
But that's to fret a bit too much over the wording. Yes, rays, just like lines and line segments, can be parallel to other rays, lines, or line segments.
What two segments or rays in the Same plane are parallel?
Two lines of a plane are said to be parallel if they do not intersect and the perpendicular distance betweem them is always same.
Two segments or rays in the same plane are parallel if the containing them are parallel.?
Yes, two segments or rays in the same plane are considered parallel if the lines that contain them are parallel. This means that the segments or rays will never intersect, regardless of how far they are extended. The concept of parallelism is based on the idea that the two lines maintain a consistent distance apart in the plane.
THE length of the sides of two cubes are in the ratio 23 then the volumes in ratio is -----?
If the lengths of the sides of two cubes are in the ratio 2:3, then the volumes of the cubes are in the ratio of the cubes of their side lengths. Therefore, the volume ratio is (2^3:3^3), which simplifies to (8:27). Thus, the volumes of the two cubes are in the ratio of 8:27.
A double-sided ten pence coin featuring the Queen's head on both sides is considered a minting error and can be valuable to collectors. Its worth depends on factors like condition and demand, but such coins can sometimes fetch hundreds to thousands of pounds at auction. It's advisable to have the coin appraised by a specialist to determine its exact value.
The points in the blue arc constructed using the compass are?
The points in the blue arc constructed using the compass represent a set of locations that are equidistant from a central point, known as the center of the arc. This arc visually illustrates the concept of a circle, where every point along the arc maintains the same radius from the center. The construction is fundamental in geometry for creating circular shapes and understanding properties related to circles.
Why do some triangles don't have lines of symmetry?
Some triangles do not have lines of symmetry because their sides and angles are not equal. For example, a scalene triangle has all sides and angles of different lengths and measures, resulting in no line that can divide it into two identical halves. In contrast, isosceles and equilateral triangles possess lines of symmetry due to their equal sides and angles. Hence, the presence or absence of symmetry in a triangle depends on its specific side and angle measurements.
A non-prism, such as a shape that does not have parallel faces, typically lacks the uniform cross-sections characteristic of prisms. Instead, it may have varying shapes and dimensions throughout its structure. Non-prisms can include forms like pyramids or irregular polyhedra, which do not maintain the same cross-sectional area along their height.
What are deep lines on fingertips?
Deep lines on fingertips, also known as dermatoglyphic features, are the patterns and grooves found on the skin of the fingers. These lines are formed during fetal development and can vary greatly among individuals. They play a role in enhancing grip and tactile sensation. Additionally, certain deep lines may be associated with genetic conditions or health issues, although they are primarily a normal anatomical feature.
What is the the most streamlined shape?
The most streamlined shape is typically considered to be the teardrop or streamlined body, which minimizes drag and allows for smooth airflow around it. This shape is characterized by a rounded front that gradually tapers to a narrow point at the back, effectively reducing turbulence and resistance in fluids like air or water. Such designs are commonly found in nature, like the bodies of fish and birds, and are also used in engineering for vehicles and aircraft to enhance efficiency.
Yes, stress on the back is generally less when standing straight compared to sitting straight. In a standing position, the spine can maintain a more natural alignment, allowing for better weight distribution and reduced pressure on the spinal discs. Sitting for extended periods, even with good posture, can lead to increased strain on the back muscles and discs due to the compressive forces involved. Therefore, standing is often more supportive for back health than sitting.