is the center of the regular octagon below. Find its perimeter. Round to the nearest nth if necessary.

Q: Use the paperclip button below to attach file

A: This question needs measurements to draw

Q: Rewrite each of the sets described below in set builder notation.

A:

Q: center (2,9); radius = 4

A: From the data, the center is 2,9 and the radius is 4. Write the standard equation of the circle.…

Q: Find the radius of the circle

A:

Q: 5 in 2 in 18 in 12 in 6 in

A: From the given figure, we have to find its volume

Q: Find the center and the leneth of the diameter of the circle whose diameters endpoints are (0,-4)…

A: End points of diameter of circle are -  (0, -4) and (7,8)

Q: Use the dotted line as your y-axis and the solid gray line as the x-axis. Find the distance from the…

A: As per bartleby guidelines we have to solve only 3 subpart of a question.

Q: The equaton-of. a cIr.cie gwen.below,.IdenHify. the Center. andthe radius.. Then 9raph the Cikcle.

A:

Q: Place an X in the table to show the shape of the vertical cross section of each figure 7 shown.…

A: This is a Simple question based on cross section of shapes Solution is given below

Q: Find the missing height of the parallelogram described. b = (x+ 4) yd, h = yd, A = (5x + 20) yd²

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Q: Name the centriod of the triangle shown to the right

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Q: B. Determine the center (C) and radius (r) of each circle. Express your answer as a fraction and in…

A: The given equation of circles are: 1. x-42+y-32=492. x2+y+62=75 To Do:We have to find the center and…

Q: Find the center and radius of the following circle. x² + 6x + y² = 14y The center is The radius is…

A: According to the bartleby policy , we can provide solutions either in the form of hand written or in…

Q: Find the circumference of each circle. Leave your answer in terms of r.

A: From the image of the circle, we see that the diameter=200 units So the radius=r=d2=2002=100 units

Q: which is the center of a circle x2 + y2  = 9?

A: given, Equation of a circle is x2 + y2 =9

Q: A circle has a diameter with endpoints (-2,1) and (22, 21). Find the coordinates of the center

A: Given endpoints of diameter of circle are (-2, 1) and (22, 21)

Q: Can the circle be “cubed”?

A: We need to check whether the circle can be cubed or not.

Q: 2. State the equation of a circle in standard form which has a center at (-9, 8) and a radius of 8.

A: First we will look at the standard form of equation of circle and then answer this

Q: Graph each circle. Label its center and state its radius

A: