Two concentric circles form a target. The radii of the two circles measure 8 cm and 4 cm. The inner circle is the bullseye of the target. A point on the target is randomly selected. What is the probability that the randomly selected point is in the bullseye? Enter your answer as a simplified fraction in the boxes.

Q: Find the length of the missing leg of a right triangle whose hypotenuse measures 15 cm and whose…

A:

Q: Find x and the perimeter of the triangle 39 cm 36 cm

A:

Q: 17 cm 15 cm D %23

A: For a right angle triangle ABD ( as questions) : AB2= AD2 + BD2 Also, AC= 2 AD

Q: V W 13 9

A: We need to find the length of the midsegment of the given trapezoid UVWX.   The midsegment of a…

Q: In APRT, PS= 12.0 cm, UV= 2.7 cm, and ST = 7.3 cm. %3D R %23 丰 丰

A: We can find the length of PV as below

Q: This week’s immunity challenge is to dive into a lake and release a weighted buoy.  Each contestant…

A: The person with the deepest dive will leave the shortest height above the water.

Q: Create a Punnett Square for red flowers (T) and white flowers (t). Determine what a Tt red flower…

A: Given: Red flowers = T White flowers = t

Q: Find the missing parts of the triangle  C=90degree c=26m a=52m

A:

Q: Find the margin of error for the values of c, s, and n. Round to the nearest c = 0.90 s = 2.8 n=30

A:

Q: Find the margin of error for the given values of​ c, s, and n. c= 0.90, s= 3.8, n=8.

A:

Q: 2) Find the area. 12 60%

A:

Q: Find the margin of error for the values. Round to the nearest 1000th: c = 0.95 0 = 5.7 n = 40

A:

Q: V = 147 cm³ 9 cm

A: The height of cone is 9 cm. The radius of a cone is given as 'x'. The volume of a cone is V=147π cm3