A 90° Given: AC 24 and OD ㅇ

Q: Which part of the circle represents the radius of the circle?

A: Answer: A.QR

Q: Chord - Diameter - Radius - Secant -

A: The given figure is -

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

A:

Q: What is the radius of the given circle? 30° X 40

A: We are given circle and tangent line make triangle and need to find the radius.

Q: 8 ft 5 ft -64 ft y

A: The figure of the triangle is given by To evaluate : The value of y

Q: M

A: Given figure is: Chord: A line segment that joins any two points on the circumference of the…

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: Define the radius?

A: Radius  is the distance between center of a circle and any point on it's circumference. Radius is a…

Q: 4х — 1 •C 2x +9

A: When two tangents drawn from an same external point to the circle , then they have same length.

Q: Which multiplication sentence shows how to find the volume of the prism? =1 cubic inch O A 6 x 3 x 3…

A: Explained below

Q: ук 4 V 8.5 X Z X W

A:

Q: G

A: We can find the answer as below

Q: Solve for the x of the given circle

A: Given radius of big circle ( R ) = 9 radius of small circle( r ) = 4

Q: For the cross section shown, the letter D referred to the radius of the circle TRUE False

A:

Q: what's the radius of this circle ?

A: The area of a circle is given by πr2 where r is radius of circle. The area equals 9π ft2.

Q: the lenght of the radius of the unit circle is

A:

Q: 12 m

A:

Q: 75° В 15 ft A

A:

Q: L K 8 3.6 J

A: We have given  a  circle  KL=8  So OK=OL=KL/2=8/2=4 Radius =JL=x Using Pythagoras theorem…

Q: Which segment represents a radius of the circle below? A E C F ОА FB оВ АВ OC CD OD FE

A: When we connect a point on the circumference of a circle to the exact centre, then the line segment…