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mathematics
survey of mathematics

Questions and Answers of Survey of Mathematics

A bag contains five red chips, three blue chips, and two yellow chips. Two chips are selected from the bag without replacement. If each chip is equally likely to be selected, determine the
Assume that 36 in every 1000 people in the $37,451–$75,600 income bracket are audited yearly. Assuming that the returns to be audited are selected at random and each year’s selections are
Assume that 36 in every 1000 people in the $37,451–$75,600 income bracket are audited yearly. Assuming that the returns to be audited are selected at random and each year’s selections are
Assume that 36 in every 1000 people in the $37,451–$75,600 income bracket are audited yearly. Assuming that the returns to be audited are selected at random and each year’s selections are
Assume that 36 in every 1000 people in the $37,451–$75,600 income bracket are audited yearly. Assuming that the returns to be audited are selected at random and each year’s selections are
In a bin are an equal number of balls marked with the digits 0, 1, 2, 3, . . . , 9. Three balls are to be selected from the bin, one after the other, at random with replacement to make the winning
Certain birth defects and syndromes are polygenetic in nature. Typically, the chance that an offspring will be born with a polygenetic affliction is small. However, once an offspring is born with the
The probability that a heat-seeking torpedo will hit its target is 0.4. If the first torpedo hits its target, the probability that the second torpedo will hit the target increases to 0.9 because of
The probability that a heat-seeking torpedo will hit its target is 0.4. If the first torpedo hits its target, the probability that the second torpedo will hit the target increases to 0.9 because of
The probability that a heat-seeking torpedo will hit its target is 0.4. If the first torpedo hits its target, the probability that the second torpedo will hit the target increases to 0.9 because of
The probability that a heat-seeking torpedo will hit its target is 0.4. If the first torpedo hits its target, the probability that the second torpedo will hit the target increases to 0.9 because of
Suppose that you spin the double wheel shown at the top.Assuming that the wheels are independent and each outcome is equally likely, determine the probability that you getRed on at least one wheel.
Suppose that you spin the double wheel shown at the top.Assuming that the wheels are independent and each outcome is equally likely, determine the probability that you getA color other than red on
Suppose that you spin the double wheel shown at the top.Assuming that the wheels are independent and each outcome is equally likely, determine the probability that you getRed on the outer wheel and
Suppose that you spin the double wheel shown at the top.Assuming that the wheels are independent and each outcome is equally likely, determine the probability that you getBlue on both wheels.
A new medicine was given to a sample of 100 hospital patients. Of the total, 70 patients reacted favorably, 10 reacted unfavorably, and 20 were unaffected by the drug. Assume that this sample is
A new medicine was given to a sample of 100 hospital patients. Of the total, 70 patients reacted favorably, 10 reacted unfavorably, and 20 were unaffected by the drug. Assume that this sample is
A new medicine was given to a sample of 100 hospital patients. Of the total, 70 patients reacted favorably, 10 reacted unfavorably, and 20 were unaffected by the drug. Assume that this sample is
A new medicine was given to a sample of 100 hospital patients. Of the total, 70 patients reacted favorably, 10 reacted unfavorably, and 20 were unaffected by the drug. Assume that this sample is
A sample of 30 people who recently hired an attorney yielded the following information about their attorneys.Number of People . . . . . . . . . . . Would You Recommend Your Attorney to a
A sample of 30 people who recently hired an attorney yielded the following information about their attorneys.Number of People . . . . . . . . . . . Would You Recommend Your Attorney to a
A sample of 30 people who recently hired an attorney yielded the following information about their attorneys.Number of People . . . . . . . . . . . Would You Recommend Your Attorney to a
A sample of 30 people who recently hired an attorney yielded the following information about their attorneys.Number of People . . . . . . . . . . . Would You Recommend Your Attorney to a
A sample of 75 people yielded the following information about their health insurance.Number of People . . . . . . . . . . . . . . . . . . . Types of Insurance33 . . . . . . . . . . . . .
A sample of 75 people yielded the following information about their health insurance.Number of People . . . . . . . . . . . . . . . . . . . Types of Insurance33 . . . . . . . . . . . . .
A sample of 75 people yielded the following information about their health insurance.Number of People . . . . . . . . . . . . . . . . . . . Types of Insurance33 . . . . . . . . . . . . .
A sample of 75 people yielded the following information about their health insurance.Number of People . . . . . . . . . . . . . . . . . . . Types of Insurance33 . . . . . . . . . . . . .
Angel has seven DVD movies on a shelf: 4 dramas, 2 science fiction movies, and 1 comedy. Two movies will be selected at random. Determine the probability of selecting each of the following(a) With
Angel has seven DVD movies on a shelf: 4 dramas, 2 science fiction movies, and 1 comedy. Two movies will be selected at random. Determine the probability of selecting each of the following(a) With
Angel has seven DVD movies on a shelf: 4 dramas, 2 science fiction movies, and 1 comedy. Two movies will be selected at random. Determine the probability of selecting each of the following(a) With
Angel has seven DVD movies on a shelf: 4 dramas, 2 science fiction movies, and 1 comedy. Two movies will be selected at random. Determine the probability of selecting each of the following(a) With
(a) The Bronsons plan to have eight children. Determine the probability that all their children will be girls. (Assume that P (girl) = 1/2 and assume independence.)(b) If their first seven children
(a) The Martinos plan to have five children. Determine the probability that all their children will be boys. (Assume that P (boy) = 1/2 and assume independence.)(b) If their first four children
A couple has three children. Assuming independence and that the probability of a boy is 1/2, determine the probability thatThe youngest child is a boy and the two older children are girls.
A couple has three children. Assuming independence and that the probability of a boy is 1/2, determine the probability thatAt least one child is a girl.
A couple has three children. Assuming independence and that the probability of a boy is 1/2, determine the probability thatAll three children are boys.
A couple has three children. Assuming independence and that the probability of a boy is 1/2, determine the probability thatAll three children are girls.
Consider the colored envelopes shown below.If three envelopes are selected at random, without replacement, determine the probability thatThe first is a red envelope, the second is a blue envelope,
Consider the colored envelopes shown below.If three envelopes are selected at random, without replacement, determine the probability thatAt least one envelope is a red envelope. II III
Consider the colored envelopes shown below.If three envelopes are selected at random, without replacement, determine the probability thatNone is a red envelope. II III
Consider the colored envelopes shown below.If three envelopes are selected at random, without replacement, determine the probability thatThey are all red envelopes. II III
Consider the colored envelopes shown below.If two envelopes are selected at random, with replacement, determine the probability thatThe first is a blue envelope and the second is a yellow envelope.
Consider the colored envelopes shown below.If two envelopes are selected at random, with replacement, determine the probability thatAt least one envelope is a red envelope. II III
Consider the colored envelopes shown below.If two envelopes are selected at random, with replacement, determine the probability thatBoth are red envelopes. II III
Consider the colored envelopes shown below.If two envelopes are selected at random, with replacement, determine the probability thatNeither are red envelopes. II III
Consider the colored envelopes shown below.If one of the envelopes is selected at random, determine the probability thatAn envelope other than a red envelope is selected. II III
Consider the colored envelopes shown below.If one of the envelopes is selected at random, determine the probability thatA yellow or a blue envelope is selected. II III
Assume that the pointer in Fig. 11.15 is spun and then the pointer in Fig. 11.16 is spun. Determine the probability of the pointers landing onYellow on the first spin and a color other than yellow on
Assume that the pointer in Fig. 11.15 is spun and then the pointer in Fig. 11.16 is spun. Determine the probability of the pointers landing onA color other than red on both spins. Figure 11.15
Assume that the pointer in Fig. 11.15 is spun and then the pointer in Fig. 11.16 is spun. Determine the probability of the pointers landing onYellow on the first spin and red on the second spin.
Assume that the pointer in Fig. 11.15 is spun and then the pointer in Fig. 11.16 is spun. Determine the probability of the pointers landing onRed on both spins. Figure 11.15 Figure 11.16
If the pointer in Fig. 11.16 is spun twice, determine the probability that the pointer lands onA color other than green on both spins. Figure 11.16
If the pointer in Fig. 11.16 is spun twice, determine the probability that the pointer lands onRed on both spins. Figure 11.16
If the pointer in Fig. 11.15 is spun twice, determine the probability that the pointer lands onRed on both spins. Figure 11.15
If the pointer in Fig. 11.15 is spun twice, determine the probability that the pointer lands onGreen and then red. Figure 11.15
Use the deck of cards. If one card is selected, determine the probability that the card shows.A red bird or an even number. 3 5 3 2 5 5 2. 2.
Use the deck of cards. If one card is selected, determine the probability that the card shows.A lion or a 3. 3 5 3 2 5 5 2. 2.
Use the deck of cards. If one card is selected, determine the probability that the card shows.A yellow bird or a number less than 3. 3 5 3 2 5 5 2. 2.
Use the deck of cards. If one card is selected, determine the probability that the card shows.A lion or an even number. 3 5 3 2 5 5 2. 2.
A board game uses the deck of 20 cards shown.Two cards are selected at random from this deck. Determine the probability of the following (a) With replacement.(b) Without replacement.The first
A board game uses the deck of 20 cards shown.Two cards are selected at random from this deck. Determine the probability of the following (a) With replacement.(b) Without replacement.Neither
A board game uses the deck of 20 cards shown.Two cards are selected at random from this deck. Determine the probability of the following (a) With replacement.(b) Without replacement.They both
A board game uses the deck of 20 cards shown.Two cards are selected at random from this deck. Determine the probability of the following (a) With replacement.(b) Without replacement.The first
A board game uses the deck of 20 cards shown.Two cards are selected at random from this deck. Determine the probability of the following (a) With replacement.(b) Without replacement.The first
A board game uses the deck of 20 cards shown.Two cards are selected at random from this deck. Determine the probability of the following (a) With replacement.(b) Without replacement.The first
A board game uses the deck of 20 cards shown.Two cards are selected at random from this deck. Determine the probability of the following (a) With replacement.(b) Without replacement.They both
A board game uses the deck of 20 cards shown.Two cards are selected at random from this deck. Determine the probability of the following (a) With replacement.(b) Without replacement.They both
One card is selected from a deck of playing cards. Determine the probability of selecting.A card greater than 9 or a black card.
One card is selected from a deck of playing cards. Determine the probability of selecting.A card less than 6 or a club. (The ace is considered a low card.)
One card is selected from a deck of playing cards. Determine the probability of selecting.A club or a red card.
One card is selected from a deck of playing cards. Determine the probability of selecting.A picture card or a red card.
One card is selected from a deck of playing cards. Determine the probability of selecting.A jack or a spade.
One card is selected from a deck of playing cards. Determine the probability of selecting.A 10 or a 4.
A single die is rolled one time. Determine the probability of rolling.A number greater than 3 or less than 5.
A single die is rolled one time. Determine the probability of rolling.A number greater than 4 or less than 2.
A single die is rolled one time. Determine the probability of rolling.An odd number or a number greater than 4.
A single die is rolled one time. Determine the probability of rolling.A 5 or 6.
The manager at Arango Automotive has found that the probability that a car brought into the shop requires an oil change is 0.6, the probability that a car brought into the shop requires brake repair
Professor Connell is in charge of a program to prepare students for a high school equivalency exam. Records show that the probability that a student in the program needs help in mathematics is 0.7,
Determine the indicated probability.If P (A or B) = 0.6, P(B) = 0.3, and P(A and B) = 0.1, determine P (A).
Determine the indicated probability.If P (A or B) = 0.7, P(A) = 0.6, and P(A and B) = 0.3, determine P (B).
Determine the indicated probability.If P (A or B) = 0.65, P(A) = 0.95, and P(B) = 0.45 determine P(A and B).
Determine the indicated probability.If P (A or B) = 0.9, P(A) = 0.8, and P(B) = 0.2, determine P(A and B).
Determine the indicated probability.If P (A or B) = 0.8, P(B) = 0.5, and P(A and B) = 0.7, determine P (B).
Determine the indicated probability.If P (A or B) = 0.6, P(B) = 0.3, and P(A and B) = 0.5, determine P (B).
Fill in the blank with an appropriate word, phrase, or symbol(s).The formula for finding the probability of event A and event Bis P (A and B) =_______.
Fill in the blank with an appropriate word, phrase, or symbol(s).The formula for finding the probability of event A or event B is P (A or B) = _________.
Fill in the blank with an appropriate word, phrase, or symbol(s).Experiments done without replacement will result in ____________ events.
Fill in the blank with an appropriate word, phrase, or symbol(s).Experiments done with replacement will result in ______________ events.
Fill in the blank with an appropriate word, phrase, or symbol(s).For two events A and B, if the occurrence of either event has an effect on the probability of the occurrence of the other event, then
Fill in the blank with an appropriate word, phrase, or symbol(s).For two events A and B, if the occurrence of either event in no way affects the probability of the occurrence of the other event, then
Fill in the blank with an appropriate word, phrase, or symbol(s).If it is impossible for two events A and B to occur simultaneously, then the events are considered to be ___________ exclusive.
Fill in the blank with an appropriate word, phrase, or symbol(s).Probability problems that require obtaining a favorable outcome in each of the given events are __________ probability problems.
Fill in the blank with an appropriate word, phrase, or symbol(s).Probability problems that require obtaining a successful outcome for at least one of the given events are ___________ probability
Fill in the blank with an appropriate word, phrase, or symbol(s).Probability problems that contain the words and or or are considered __________ probability problems.
Unlike the population of Russia, the population of the United States has been in-creasing since 1990. In 1990, the population of the United States was about 249 million people. In 2014, the
The population of Russia has declined since the fall of the Soviet Union. In 1990, the population of Russia was about 148 million people. In 2014, the population of Russia was about 144 million
Use the circle graph to answer the questions. Students at Bayshore High School were polled to determine the type of music they preferred. There were 1960 students who completed the poll. Their
Use the circle graph to answer the questions. Students at Bayshore High School were polled to determine the type of music they preferred. There were 1960 students who completed the poll. Their
Use the circle graph to answer the questions. Students at Bayshore High School were polled to determine the type of music they preferred. There were 1960 students who completed the poll. Their

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