What is the area of the circle in terms of

Q: If X = 18 units and h = 4 units, then what is the area of the triangle shown above?

A: Triangle

Q: What are the names of the segments

A: Line segments : A line segment is a part of the line which is bounded by the two distinct points,…

Q: Determine the diameter of a circle described by 9x2 + 9y2 = 16.

A: A circle is defined as the locus of points that are equidistant from a fixed point. The standard…

Q: The Paris Ferris Wheel has a radius of 110 feet and is boarded from the bottom from a platform that…

A: Please see the answer below.

Q: In circle �L, ��=10LM=10 and the area of shaded sector = 40�40π. Find the length of ��⌢MN⌢. Express…

A: Given, Area of sector= 40pi Radius(r)= 10

Q: Problem. A circle whose area is 100t m2 is cut into four segments by a vertical and horizontal chord…

A:

Q: Are your answers for the area of the pentagon and circle and the answers for the perimeter/…

A: are the answers for the area of the pentagon and circle and the answers for the perimeter/…

Q: Draw a square out scribing a circle and complete dimensioning

A: If a square outscribe a circle then diameter of the circle equals length of each side of the square.

Q: What portion of a circle does a sector make up?

A:

Q: find the area of this circle

A: The formula to find the area of the circle helps to find the required area. The formula to find the…

Q: Give the area (in square units) of the circle with an equation, * x² + y² = 6x-8y. The area is 625π…

A:

Q: If diameter of circle is 14 find the area of semicircle

A:

Q: find the area of the formula of two concentric circle whose radii are 5 inches and 3 inches

A:

Q: How do we determine the formula for the area of a triangle?

A:

Q: Why do I have to study Theorem of a circle ? What is the application of this Theorem to real life…

A: The theorem of the circle is really a great concept to learn for Intermediate geometry. It has wide…

Q: What are the dimensions of the rectangular field of maximum area that can be fenced with exactly 500…

A: First make the equation of area in terms of breath or length then diffrenciate for maximum area .

Q: The question is in the picture.

A: Consider the figure of original rectangle: