The probability of randomly selecting a name starting with the letter T from bowl of 24 names depends on the names that are in the bowl,. The number 24 says nothing about the names. There can be neither probability that the randomly selected name starts with T, if in the bowl none of the 24 names starts with T.
It could be also unlikely to select a name starting with T if there is a really small number of names in the bowl starting with T (for example 1 or 2 from 24). And it can be likely to chose a name that start with T if there are many names in the bowl starting with T.So, it is important to know the number of names in the bowl starting with T.
Answer:
2.3 hours because 18/60=.3 and add the 2 hours
It would be 3:5 because 47 round up to 3:50
Answer:
X= 20
Step-by-step explanation:
4x + 8 = 88
4x +8 - 8 = 88 - 8
4x = 80
4x/4 = 80/4
X = 20
Answer:
0.2637
Step-by-step explanation:
We see from the question that the 5-card hand contains all 4 suits as shown below;
Number of cards = 52
Number of suits = 4
For the favorable cases therefore, we will choose two cards from the suit in which two cards are drawn. Then we will proceed to choose one card from each of the other suits.
4 suits will divide into 52 cards to give = (52 / 4) = 13 cards
Hence, the required probability;
