GMAT Quantitative Reasoning › Data Interpretation
Sheryl is competing in an archery tournament. She gets to shoot three arrows at a target, and her best one counts.
Sheryl hits the bullseye 42% of the time. What is the probability (two decimal places) that she will hit the bullseye at least once in her three tries?
Sheryl is competing in an archery tournament. She gets to shoot three arrows at a target, and her best one counts.
Sheryl hits the bullseye 42% of the time. What is the probability (two decimal places) that she will hit the bullseye at least once in her three tries?
Sheryl is competing in an archery tournament. She gets to shoot three arrows at a target, and her best one counts.
Sheryl hits the bullseye 42% of the time. What is the probability (two decimal places) that she will hit the bullseye at least once in her three tries?
Light blue: Goodman
Orange: Ferris
Gray: Inman
Yellow: Jones
Dark blue: Harris
Refer to the diagram. If 3,145 people voted in the school board election, (the results of which are represented in the diagram), then approximately how many people voted for Inman?
Light blue: Goodman
Orange: Ferris
Gray: Inman
Yellow: Jones
Dark blue: Harris
Refer to the diagram. If 3,145 people voted in the school board election, (the results of which are represented in the diagram), then approximately how many people voted for Inman?
The above table shows the initial count of the votes for a school election. According to the rules, the students who finish first, second, and third become President, Vice-President, and Secretary-Treasurer, respectively. In the event of any tie, a runoff election will be held.
After the initial count, it is discovered that some ballots were left out of the count by mistake. These votes were distributed as follows:
Who was elected Vice-President?
The above table shows the initial count of the votes for a school election. According to the rules, the students who finish first, second, and third become President, Vice-President, and Secretary-Treasurer, respectively. In the event of any tie, a runoff election will be held.
After the initial count, it is discovered that some ballots were left out of the count by mistake. These votes were distributed as follows:
Who was elected Vice-President?
Two dice are rolled. What is the probability that the sum of both dice is greater than 8?
Two dice are rolled. What is the probability that the sum of both dice is greater than 8?
Two dice are rolled. What is the probability that the sum of both dice is greater than 8?