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Question: Cube If the length, width, and height


Cube If the length, width, and height of a cube all double, what happens to the volume of the cube?


> Draw a Venn diagram to obtain the answers Racing Fleet Foot Racing interviewed 150 long-distance runners to determine the type of races in which they participated. The following information was determined. 102 participated in a marathon. 93 participated

> Write the numeral as a traditional Chinese numeral. 4260

> Write the numeral as a traditional Chinese numeral. 2001

> Write the numeral as a traditional Chinese numeral. 378

> Write the numeral as a traditional Chinese numeral. 178

> Write the numeral as a traditional Chinese numeral. 53

> Write the Chinese numeral as a Hindu–Arabic numeral.

> Write the Chinese numeral as a Hindu–Arabic numeral.

> Write the Chinese numeral as a Hindu–Arabic numeral.

> Write the Chinese numeral as a Hindu–Arabic numeral.

> Write the Chinese numeral as a Hindu–Arabic numeral.

> Convert each of the following to a numeral in the base indicated. 73 to base 3

> Convert 2017 to a numeral in the base indicated. 12

> Write the Chinese numeral as a Hindu–Arabic numeral.

> Write the Chinese numeral as a Hindu–Arabic numeral.

> Write the Chinese numeral as a Hindu–Arabic numeral.

> Write the numeral as a Roman numeral. 89,119

> Write the numeral as a Roman numeral. 46,281

> Write the numeral as a Roman numeral. 14,315

> Write the numeral as a Roman numeral. 9999

> Write the numeral as a Roman numeral. 6274

> Write the numeral as a Roman numeral. 4793

> In Exercises 1–15, draw a Venn diagram to obtain the answers. Real Estate The Greens are moving to Athens, GA. Their real estate agent located 77 houses listed for sale, in the Athens area, in their price range. Of these houses listed for sale, 47 had

> Write the numeral as a Roman numeral. 4285

> Pole in a Lake A pole is in the middle of a small lake. One half of the pole is in the ground. One third of the pole is covered by water. Eleven feet, or one sixth, of the pole are out of water. What is the length of the pole?

> Write the numeral as a Roman numeral. 1914

> Write the numeral as a Roman numeral. 744

> Write the numeral as a Roman numeral. 294

> Write the numeral as a Roman numeral. 89

> Write the numeral as a Roman numeral. 43

> Write the Roman numeral as a Hindu–Arabic numeral. XCIXCMXCIX

> Write the Roman numeral as a Hindu–Arabic numeral. XMMDCLXVI

> Write the Roman numeral as a Hindu–Arabic numeral. LMCMXLIV

> Number of Elements A universal set U consists of 12 elements. If sets A, B, and C are proper subsets of U and n(U) = 12, n (A(B) = n(A(C) = n(B ( C) = 6, n(A(B(C) = 4, and n(A(B(C) = 10, determine (a) n(A(B) (b) n(A’(C) (c) n(A(B)’

> Proper subset oIn Exercises 3–12, show that the set is infinite by placing it in a one-to-one correspondence with a f itself. Be sure to show the pairing of the general terms in the sets.

> Write the Roman numeral as a Hindu–Arabic numeral. IVCDXCIX

> Write the Roman numeral as a Hindu–Arabic numeral. MDCCXLVI

> Convert 2017 to a numeral in the base indicated. 9

> Write the Roman numeral as a Hindu–Arabic numeral. MMCMXLVI

> Write the Roman numeral as a Hindu–Arabic numeral. MCMLXIV

> Write the Roman numeral as a Hindu–Arabic numeral. MMDCXLII

> Write the Roman numeral as a Hindu–Arabic numeral. CDLXXXVIII

> Write the Roman numeral as a Hindu–Arabic numeral. CXCIV

> Write the Roman numeral as a Hindu–Arabic numeral. XXXIX

> Write the Roman numeral as a Hindu–Arabic numeral. XXVII

> Family Reunion When the Montesano family members discussed where their annual reunion should take place, they found that of all the family members, 8 would not go to a park. 7 would not go to a beach. 11 would not go to the family cottage. 3 would go to

> Write the numeral as an Egyptian numeral. 3,235,614

> Write the numeral as an Egyptian numeral. 173,845

> Write the numeral as an Egyptian numeral. 20,321

> Write the numeral as an Egyptian numeral. 2045

> Write the numeral as an Egyptian numeral. 242

> Write the numeral as an Egyptian numeral. 35

> Write the Egyptian numeral as a Hindu–Arabic numeral.

> Write the Egyptian numeral as a Hindu–Arabic numeral.

> (a) Write a symbolic statement that represents the circuit and (b) Construct a truth table to determine when the lightbulb will be on. That is, determine which switches must be open and which switches must be closed for the lightbulb to be on.

> Parks A survey of 300 parks showed the following. 15 had only camping. 20 had only hiking trails. 35 had only picnicking. 185 had camping. 140 had camping and hiking trails. 125 had camping and picnicking. 210 had hiking trails. Determine the number of

> (a) Write a symbolic statement that represents the circuit and (b) Construct a truth table to determine when the lightbulb will be on. That is, determine which switches must be open and which switches must be closed for the lightbulb to be on.

> (a) Write a symbolic statement that represents the circuit and (b) Construct a truth table to determine when the lightbulb will be on. That is, determine which switches must be open and which switches must be closed for the lightbulb to be on.

> (a) Write a symbolic statement that represents the circuit and (b) Construct a truth table to determine when the lightbulb will be on. That is, determine which switches must be open and which switches must be closed for the lightbulb to be on.

> Design two circuits that each involve switches labeled p, q, r, and s that appear to be different but are actually equivalent circuits.

> Convert 2017 to a numeral in the base indicated. 7

> Design a circuit that can be represented by a) p ( q b) ( ( p ( q )

> Explain why the lightbulb will always be on in the following circuit.

> Explain why the lightbulb will never go on in the following circuit.

> Represent each circuit with a symbolic statement. Then use a truth table to determine if the circuits are equivalent.

> Represent each circuit with a symbolic statement. Then use a truth table to determine if the circuits are equivalent.

> Discovering an Error An immigration agent sampled cars going from the United States into Canada. In his report, he indicated that of the 85 cars sampled, 35 cars were driven by women. 53 cars were driven by U.S. citizens. 43 cars had two or more passenge

> Represent each circuit with a symbolic statement. Then use a truth table to determine if the circuits are equivalent.

> Represent each circuit with a symbolic statement. Then use a truth table to determine if the circuits are equivalent.

> Represent each circuit with a symbolic statement. Then use a truth table to determine if the circuits are equivalent.

> Represent each circuit with a symbolic statement. Then use a truth table to determine if the circuits are equivalent.

> Draw a switching circuit that represents the symbolic statement. [ ( p ( q ) ( r ] ( ( ( p ( q )

> A Square Partition A 20 ft by 20 ft carpet is partitioned into 5 ft by 5 ft squares. How many squares will there be?

> Draw a switching circuit that represents the symbolic statement. [( p ( q ) ( ( r ( q )] ( ( ( p )

> Draw a switching circuit that represents the symbolic statement. ( p ( q ) ( ( r ( s )

> Draw a switching circuit that represents the symbolic statement. ( p ( q ) ( ( r ( s )

> Draw a switching circuit that represents the symbolic statement. ( p ( ( q ( r )

> Appetizers Survey Da Tulio’s Restaurant hired Dennis to determine what kind of appetizers customers liked. He surveyed 100 people, with the following results: 78 liked shrimp cocktail, 56 liked mozzarella sticks, and 35 liked both shrim

> Draw a switching circuit that represents the symbolic statement. ( p ( q ) ( r

> Draw a switching circuit that represents the symbolic statement. P ( (q ( r)

> Draw a switching circuit that represents the symbolic statement. p ( q

> (a) Write a symbolic statement that represents the circuit and (b) Construct a truth table to determine when the lightbulb will be on. That is, determine which switches must be open and which switches must be closed for the lightbulb to be on.

> (a) Write a symbolic statement that represents the circuit and (b) Construct a truth table to determine when the lightbulb will be on. That is, determine which switches must be open and which switches must be closed for the lightbulb to be on.

> (a) Write a symbolic statement that represents the circuit and (b) Construct a truth table to determine when the lightbulb will be on. That is, determine which switches must be open and which switches must be closed for the lightbulb to be on.

> Convert 2017 to a numeral in the base indicated. 6

> In Exercises 3–12, show that the set is infinite by placing it in a one-to-one correspondence with a proper subset of itself. Be sure to show the pairing of the general terms in the sets. {20, 21, 22, 23, 24, …}

> (a) Write a symbolic statement that represents the circuit and (b) Construct a truth table to determine when the lightbulb will be on. That is, determine which switches must be open and which switches must be closed for the lightbulb to be on.

> Use an Euler diagram to determine whether the syllogism is valid or invalid.

> Homeowners’ Insurance Policies A committee of the Florida legislature decided to analyze 350 homeowners’ insurance policies to determine if the consumers’ homes were covered for damage due to sinkholes, mold, and floods. The following results were determ

> Use an Euler diagram to determine whether the syllogism is valid or invalid.

> Use an Euler diagram to determine whether the syllogism is valid or invalid.

> Sets and Logic Statements in logic can be translated into set statements: For example, p ( q is similar to P ( Q; p ( q is similar to P ( Q; and p ( q is equivalent to ( p ( q,which is similar to P( ( Q. Euler diagrams can also be used to show that argum

> Can an argument be invalid if the conclusion is a true statement? Explain.

> Can an argument be valid if the conclusion is a false statement? Explain your answer.

> Use an Euler diagram to determine whether the syllogism is valid or invalid.

> Use an Euler diagram to determine whether the syllogism is valid or invalid.

> Use an Euler diagram to determine whether the syllogism is valid or invalid.

> Rectangle If the length and width of a rectangle each double, what happens to the area of the rectangle?

> Use an Euler diagram to determine whether the syllogism is valid or invalid.

> Electronic Devices In a survey of college students, it was found that 356 owned an iPad. 293 owned a laptop. 285 owned a gaming system. 193 owned an iPad and a laptop. 200 owned an iPad and a gaming system. 139 owned a laptop and a gaming system. 68 own

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