Question 1

Use summation notation to write the sum.

Accepted Answer

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Question 2

Match the geometric sequence with its graph from the choices below.

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Question 3

A card is selected from a standard deck of 52 cards.Find the probability of getting a card that is a 10 or higher (aces are low).

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Question 4

Match the sequence with the graph of its first 10 terms.

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Question 5

Evaluate: 9P6

Accepted Answer

A)  84 
B)  504 
C)  60,480 
D)  54 
E)  undefined 
A)  84 
B)  504 
C)  60,480 
D)  54 
E)  undefined

Question 6

In a certain state, each automobile license plate number consists of two letters followed by a five-digit number.To avoid confusion between "O" and "zero" and "I" and "one", the letters "O" and "I" are not used.How many distinct license plate numbers can be formed?

Accepted Answer

A)  13,824,000 
B)  57,600,000 
C)  331,776,000 
D)  5,760,000 
E)  138,240,000 
A)  13,824,000 
B)  57,600,000 
C)  331,776,000 
D)  5,760,000 
E)  138,240,000

Question 7

Find the coefficient a of the term in the expansion of the binomial. Binomial Term

Accepted Answer

A)  a = 12 
B)    
C)  a = 32 
D)    
E)    
A)  a = 12 
B)    
C)  a = 32 
D)    
E)

Question 8

Find the fifth term of the sequence that has the given nth term.

Accepted Answer

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Question 9

The seating section in a theater has 24 seats in the first row, 27 seats in the second row, and so on, increasing by 3 seats each row for a total of 19 rows.How many seats are in the tenth row?

Accepted Answer

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Question 10

Find the sum of the integers from 31 to 61.

Accepted Answer

A)  1891 
B)  30 
C)  2852 
D)  1426 
E)  3782 
A)  1891 
B)  30 
C)  2852 
D)  1426 
E)  3782

Question 11

Find the nth term of the geometric sequence.

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Question 12

Match the arithmetic sequence with its graph from the choices below.

Accepted Answer

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Question 13

Write the given series in summation notation.

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Question 14

Find the sum of the infinite geometric series.

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Question 15

Find the probability for the experiment of drawing two marbles (without replacement) from a bag containing four green, five yellow, and two red marbles such that both marbles are yellow.

Accepted Answer

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Question 16

Find the sum of the finite geometric sequence.

Accepted Answer

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Question 17

Find the indicated nth term of the geometric sequence. 6th term:

Accepted Answer

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Question 18

Find the specified nth term in the expansion of the binomial.

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Question 19

In how many ways can a 12-question true-false exam be answered? (Assume that no questions are omitted.)

Accepted Answer

A)  4096 
B)  65,536 
C)  524,288 
D)  1024 
E)  1,048,576 
A)  4096 
B)  65,536 
C)  524,288 
D)  1024 
E)  1,048,576

Question 20

Evaluate using Pascal's triangle.Show your work.

Accepted Answer

The answer of Evaluate using Pascal's triangle.Show your work. ...

Use summation notation to write the sum.

Match the geometric sequence with its graph from the choices below.

A card is selected from a standard deck of 52 cards.Find the probability of getting a card that is a 10 or higher (aces are low).

Match the sequence with the graph of its first 10 terms.

Evaluate: ₉P₆

In a certain state, each automobile license plate number consists of two letters followed by a five-digit number.To avoid confusion between "O" and "zero" and "I" and "one", the letters "O" and "I" are not used.How many distinct license plate numbers can be formed?

Find the coefficient a of the term in the expansion of the binomial. Binomial Term

Find the fifth term of the sequence that has the given nth term.

The seating section in a theater has 24 seats in the first row, 27 seats in the second row, and so on, increasing by 3 seats each row for a total of 19 rows.How many seats are in the tenth row?

Find the sum of the integers from 31 to 61.

Find the nth term of the geometric sequence.

Match the arithmetic sequence with its graph from the choices below.

Write the given series in summation notation.

Find the sum of the infinite geometric series.

Find the probability for the experiment of drawing two marbles (without replacement) from a bag containing four green, five yellow, and two red marbles such that both marbles are yellow.

Find the sum of the finite geometric sequence.

Find the indicated nth term of the geometric sequence. 6th term:

Find the specified nth term in the expansion of the binomial.

In how many ways can a 12-question true-false exam be answered? (Assume that no questions are omitted.)

Evaluate using Pascal's triangle.Show your work.

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Exam 7: Sequences, Series, and Probability

Use summation notation to write the sum.

Match the geometric sequence with its graph from the choices below.

A card is selected from a standard deck of 52 cards.Find the probability of getting a card that is a 10 or higher (aces are low).

Match the sequence with the graph of its first 10 terms.

Evaluate: 9P6

In a certain state, each automobile license plate number consists of two letters followed by a five-digit number.To avoid confusion between "O" and "zero" and "I" and "one", the letters "O" and "I" are not used.How many distinct license plate numbers can be formed?

Find the coefficient a of the term in the expansion of the binomial. Binomial Term

Find the fifth term of the sequence that has the given nth term.

The seating section in a theater has 24 seats in the first row, 27 seats in the second row, and so on, increasing by 3 seats each row for a total of 19 rows.How many seats are in the tenth row?

Find the sum of the integers from 31 to 61.

Find the nth term of the geometric sequence.

Match the arithmetic sequence with its graph from the choices below.

Write the given series in summation notation.

Find the sum of the infinite geometric series.

Find the probability for the experiment of drawing two marbles (without replacement) from a bag containing four green, five yellow, and two red marbles such that both marbles are yellow.

Find the sum of the finite geometric sequence.

Find the indicated nth term of the geometric sequence. 6th term:

Find the specified nth term in the expansion of the binomial.

In how many ways can a 12-question true-false exam be answered? (Assume that no questions are omitted.)

Evaluate using Pascal's triangle.Show your work.

Fundamental Concepts of Algebra

Equations and Inequalities

Functions and Graphs

Polynomial and Rational Functions

Exponential and Logarithmic Functions

Systems of Equations and Inequalities

Matrices and Determinants

Filters

Evaluate: ₉P₆