There florist can order roses in bunches of one dozen and lilies in bunches of 8. Last month she ordered the same number of rose
s as lilies. If she ordered no more than 100 roses, how many bunches of each could she have ordered? What is the smallest number of bunches she could have ordered? Explain your reasonings.
Roses come in 12s lillies come in 8s. 24 is The smallest number of bunches she could have ordered because it is the lcm of 12 and 8. If she ordered no more than 100 roses than she must have ordered the highest multiple of 24 that is less than 100 which is: 96 bunches of roses:96/12=8 Bunches of roses 96/8=12
The number of ways of picking up a red cube out of 12 cubes are 5/12. Number of ways of picking up a second red cube is 4/11. <span>Thus probability of picking up 2 red cubes = 5/12 * 4/11 = 20/121.
20 / 121 = .165 or .17
So the probability of Celinda getting two red cubes is .17.</span>
Put the initial height of ball 2 into the given formula. The problem statement tells you "h" stands for the initial height, and that height is 269 feet.
