four students are determining the probability of flipping a coin and it landing heads up. each flips a coin…

four students are determining the probability of flipping a coin and it landing heads up. each flips a coin the number of times shown in the table below.\n| student | number of flips |\n| ---- | ---- |\n| ana | 50 |\n| brady | 10 |\n| collin | 80 |\n| deshawn | 20 |\nwhich student is most likely to find that the actual number of times his or her coin lands heads up most closely matches the predicted number of heads - up landings?\n○ ana\n○ brady\n○ collin\n○ deshawn

four students are determining the probability of flipping a coin and it landing heads up. each flips a coin the number of times shown in the table below.\n| student | number of flips |\n| ---- | ---- |\n| ana | 50 |\n| brady | 10 |\n| collin | 80 |\n| deshawn | 20 |\nwhich student is most likely to find that the actual number of times his or her coin lands heads up most closely matches the predicted number of heads - up landings?\n○ ana\n○ brady\n○ collin\n○ deshawn

Answer

Explanation:

Step1: Recall probability concept

The theoretical probability of getting heads in a coin - flip is $P(heads)=\frac{1}{2}$. The more times a coin is flipped, the closer the experimental probability (actual number of heads / total number of flips) is likely to be to the theoretical probability.

Step2: Compare number of flips

We compare the number of flips for each student: Ana flips 50 times, Brady flips 10 times, Collin flips 80 times, and Deshawn flips 20 times. Since 80 is the largest number of flips among them.

Answer:

C. Collin