Circle A has a radius of 6. Which circles are congruent to circle A? Check all that apply. circle D circle E circle F circle G circle H

V=1/2pir^2h Solve for h

A pen holder contains 12 identical pens, 6 of which do not write. a child randomly selects a pen, replaces it, and selects again. find the probability that both pens do not write. (enter your probability as a fraction.)

A community park is shaped like a trapezoid with a height of 30 yd, a top base of 25 yd, and a bottom base of 33 yd. The park has a circular fountain whose radius is 4 yd. What is the area of the park without the fountain? Use 3.14 for pi.

At the same time that a flagpole casts a 4.5 m shadow, a meter stick casts a 1.5 m shadow. How tall is the flagpole?

What is the closest decimal to this integer, 9.34? A. 9.00 B. 8.00 C. 7.00 D. 6.00

My birthday was five days ago. If three days after the day after tomorrow is the 27th, what was the date of my birthday?

Ken likes to build domino trains. He uses boxes of double-six dominoes which contain 28 dominoes. If he built a train with over 500 dominoes, what would be the fewest number of boxes he needed? What operation is needed? What numbers are to be used?

A baker lives 11 blocks away from the store. the baker walks to the store and back, taking a two-block detour each way. how many blocks did the baker walk in total?

How can transformations be used to solve real world problems?

Chris needs to find the product of two numbers. One of the numbers is 6. The answer also needs to be 6. How will he solve this problem? Explain