Question
1- Two randomly chosen customers are buying laundry soap at the store. 40% of the laundry soap on the shelves is Tide brand. What is
1- Two randomly chosen customers are buying laundry soap at the store. 40% of the laundry soap on the shelves is Tide brand. What is the chance that only one of them purchases Tide laundry soap?
Group of answer choices
A- .48
B- .40
C- .24
D-None of these answers is correct.
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2-Two randomly chosen customers are buying laundry soap at the store. 40% of the laundry soap on the shelves is Tide brand. What is the chance that at least one of them purchases Tide laundry soap?
Group of answer choices
A-None of these answers is correct.
B-64%
C-16%
D-36%
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3-USA Today reports the following:
Thirty-seven percent of registered voters said they are likely to vote by mail in the November election according to a new survey released Tuesday. Among them, 48% plan to vote for Joe Biden. That's more than twice the 23% who plan to vote for President Trump.
Write the 48% as a probability using the given information.
Group of answer choices
A- P(voting by mail and voting for Biden)
B-P(voting by mail | Biden voter)
C- P(Biden voter | voting by mail)
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4- USA Today reports the following:
Thirty-seven percent of registered voters said they are likely to vote by mail in the November election according to a new survey released Tuesday.Among them, 48% plan to vote for Joe Biden. That's more than twice as many as those who plan to vote for President Trump (23%).
What percentage of all voters plan to vote by mail and vote for President Trump?
Group of answer choices
A-Not enough information to tell
B-23%
C-8.5%
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5-USA Today reports the following:
Thirty-seven percent of registered voters said they are likely to vote by mail in the November election according to a new survey released Tuesday.Among them, 48% plan to vote for Joe Biden. That's more than twice as many as those who plan to vote for President Trump (23%).
How many of the voters likely to vote by mail plan to vote for a different candidate besides Biden and Trump, or are undecided?
Group of answer choices
A-Not enough information to tell
B-.37 x .29
C-.29
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6-The Pew Research Center reports the following:
In the 2016 Presidential election, 63% of females voted and 59% of males voted.
Does this mean that gender and voting are independent or not independent?
Group of answer choices
A- independent
B- not independent
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7- The Pew Research Center reports the following:
In the 2016 Presidential election, 63% of registered voting females actually voted and 59% of registered voting males actually voted.
If research shows that 45% of registered voters are female and 55% of registered voters are male, what percentage of ALL registered voters actually voted in 2016? ROUND TO THE NEAREST PERCENT.
Group of answer choices
A-somewhere between 59% and 63% but we can't narrow it down
B-.59
C-63%
D-61%
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8-The Pew Research Center reports the following:
In the 2016 Presidential election, 63% of registered voting females actually voted and 59% of registered voting males actually voted. Research shows that 45% of registered voters are female and 55% of registered voters are male.
If someone selected at random actually voted in the election, were they more likely to be a female registered voter or a male registered voter?
Group of answer choices
A-female registered voter
B- equally likely to be a male or female registered voter
C-male registered voter
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9-In the current analysis of 149,192 Gallup Poll Daily tracking interviews conducted in January through May of this year, 41% of women identify as Democrats, and 32% of men identify as Democrats.
There is little difference by gender in terms of identification as Republicans -- 28% of men are Republicans, compared to 25% of women.
Assuming 50% men and 50% women, using our information can we determine the percentage of all Americans that identify as Democrats?
Group of answer choices
A-Yes, 36.5% are Democrats
B-No
C-Yes, 73% are Democrats
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10-When is P(A or B) = P(A) + P(B)?
For ____________________________________.
Group of answer choices
A-any two events
B-independent events
C-disjoint events
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