Using the following information, make a prediction as to which event is most likely to occur. A sandwich shop has 7 options for bread, 5 options for meat, 4 options for cheese, 10 options for toppings, and 6 options for dressing or sauce. Hera places an order for a sesame seed baguette with turkey, Swiss cheese, pickles, and mayonnaise. The person behind the counter randomly chooses one bread, 1 meat, 1 cheese, 1 topping, and 1 dressing.(1 point) Responses Hera gets the correct bread. Hera gets the correct bread. Hera gets the correct cheese. Hera gets the correct cheese. Hera gets the correct topping. Hera gets the correct topping. Hera gets the correct meat.
Hera getting the correct meat is the most likely event to occur, as there are only 5 options for meat compared to 7 options for bread, 4 options for cheese, 10 options for toppings, and 6 options for dressing.
Galina spins a spinner with three equally sized colored sections: red, green, and purple. She also rolls a number cube. Which event below has the highest likelihood of occurring?(1 point) Responses The spinner lands on either purple or red, and the number cube lands on 3. The spinner lands on either purple or red, and the number cube lands on 3. The spinner lands on either green or red, and the number cube lands on 6. The spinner lands on either green or red, and the number cube lands on 6. The spinner lands on red, and the number cube lands on an even number. The spinner lands on red, and the number cube lands on an even number. The spinner lands on red, and the number cube lands on 6
The event with the highest likelihood of occurring is: The spinner lands on either purple or red, and the number cube lands on 3. This is because there are 2 out of 3 sections on the spinner that are purple or red, and there is a 1 out of 6 chance that the number cube will land on 3.
Use the table to answer the question. Transportation to School Number of Students Walk 23 Car 94 Bus 83 Solve for the probability of randomly choosing a student who rides the bus. (1 point) Responses 23200 Start Fraction 23 over 200 End Fraction 83200 Start Fraction 83 over 200 End Fraction 83117 Start Fraction 83 over 117 End Fraction 94200
To solve for the probability of randomly choosing a student who rides the bus, you need to divide the number of students who take the bus by the total number of students.
Probability of choosing a student who rides the bus = Number of students who take the bus / Total number of students
Probability of choosing a student who rides the bus = 83 / (23 + 94 + 83)
Probability of choosing a student who rides the bus = 83 / 200
Therefore, the probability of randomly choosing a student who rides the bus is 83/200 or written as a fraction, 83200.
Justin’s teacher places a ticket with a student’s name in a jar each time they perform an act of kindness. At the end of the week the teacher will draw a ticket from the jar and award a prize. Justin has 13 tickets so far, with a total of 100 in the whole jar. His goal is to have 20 tickets, and he’s estimating the total number of tickets at that point would be about 200. What is the probability of him winning the drawing if he meets his goal?(1 point) Responses 13200 Start Fraction 13 over 200 End Fraction 13100 Start Fraction 13 over 100 End Fraction 110 Start Fraction 1 over 10 End Fraction 15
To find the probability of Justin winning the drawing if he meets his goal of having 20 tickets out of an estimated total of 200 tickets in the jar, you need to calculate the probability as the ratio of his tickets to the total number of tickets in the jar.
Probability of Justin winning the drawing = Number of Justin's tickets / Total number of tickets in the jar
Probability = 20 / 200
Probability = 1 / 10
Therefore, the probability of Justin winning the drawing if he meets his goal is 1/10 or 110.
A desk drawer has 20 pens: 4 fountain pens, 10 gel pens, and 6 ballpoint pens. What is the probability of randomly choosing a gel pen, replacing it, and then choosing a fountain pen?(1 point) Responses 12 Start Fraction 1 over 2 End Fraction 710 Start Fraction 7 over 10 End Fraction 110 Start Fraction 1 over 10 End Fraction 15
To find the probability of randomly choosing a gel pen, replacing it, and then choosing a fountain pen, you need to multiply the probabilities of choosing a gel pen and then a fountain pen.
Probability of choosing a gel pen = Number of gel pens / Total number of pens
Probability of choosing a gel pen = 10 / 20
Probability of choosing a gel pen = 1/2
Probability of choosing a fountain pen = Number of fountain pens / Total number of pens
Probability of choosing a fountain pen = 4 / 20
Probability of choosing a fountain pen = 1/5
Probability of choosing a gel pen and then a fountain pen = Probability of choosing a gel pen * Probability of choosing a fountain pen
Probability = 1/2 * 1/5
Probability = 1/10
Therefore, the probability of randomly choosing a gel pen, replacing it, and then choosing a fountain pen is 1/10 or written as a fraction, 110.