The probability <em>that </em><em>both students</em><em> are </em><em>girls i</em><em>s </em><em>0.28</em>
Probability is the likelihood or chance that an event will occur
Probability = n(E)/n(S)
where:
- n(E) is the number of events
- n(S) is the total sample space:
If Mrs. Chavis's statistics class has 26 students in it, then n(S) = 26
Since three are 14 girls in it, hence n(E) = 14
Pr(both students are girls) = 14/26 * 13/25 (without replacement)
Pr(both students are girls) = 182/650
Pr(both students are girls) = 0.28
Hence the probability <em>that </em><em>both students</em><em> are </em><em>girls i</em><em>s </em><em>0.28</em>
Complete question.
<em>Mrs. Chavis's statistics class has 26 students in it, 14 girls and 12 boys. She uses a calculator to select two students at random to solve a problem on the board. What is the probability that both students are girls?</em>
<em />
Learn more on probability here: brainly.com/question/24756209
Answer:
https://padlet.com/drewkramer18/ag2a7y4zwou4
Explanation:
Answer:
no u dont just automatically get them, you can earn them by buying digital games..
Explanation:
Answer:
The case of Furman v. Georgia (1972) resulted in a reinterpretation of the meaning of excessive bail.
Explanation:
Answer:
The giant numbers painted on the airport runways stand for the airport's name and are called a heading. The runway heading consists of two numbers between 1 and 36. This means the heading is based on the compass directions with 360 representing north, 90 – east, 180 – south, and 270 – west.
A taxiway is a path for aircraft at an airport connecting runways with aprons, hangars, terminals and other facilities. They mostly have a hard surface such as asphalt or concrete, although smaller general aviation airports sometimes use gravel or grass.Taxiways can be a combination of letters and numbers, or letters alone. They are indicated on a black sign with yellow letters or a yellow sign with black letters and arrows. A black square with yellow letters and/or numbers inside signifies the plane's position on the various taxiways.
Explanation: