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Which is the diagonal matrix containing these elements?

A
the 5 by 5 matrix, row 1, column 1, 16 column 2, 0 column 3, 0 column 4, 0 column 5, 0 row 2, column 1, 0 column 2, negative 8 point 7 column 3, 0 column 4, 0 column 5, 0 row 3, column 1, 0 column 2, 0 column 3, 5 point 4 column 4, 0 column 5, 0 row 4, column 1, 0 column 2, 0 column 3, 0 column 4, 1 point 3 column 5, 0 row 5, column 1, 0 column 2, 0 column 3, 0 column 4, 0 column 5, negative 6 point 9
B
the 5 by 5 matrix, row 1, column 1, 16 column 2, negative 3 point 7 column 3, 6 column 4, 1 point 7 column 5, negative 8 point 8 row 2, column 1, 0 column 2, negative 8 point 7 column 3, negative 4 point 1 4 column 4, 1 column 5, 7 row 3, column 1, 0 column 2, 0 column 3, 5 point 4 column 4, negative 9 column 5, negative 3 row 4, column 1, 0 column 2, 0 column 3, 0 column 4, 1 point 3 column 5, 5 row 5, column 1, 0 column 2, 0 column 3, 0 column 4, 0 column 5, negative 6 point 9
C
the 5 by 5 matrix, row 1, column 1, 16 column 2, 0 column 3, 0 column 4, 6 column 5, 0 row 2, column 1, 0 column 2, negative 8 point 7 column 3, 0 column 4, 0 column 5, 5 row 3, column 1, 0 column 2, 0 column 3, 5 point 4 column 4, 0 column 5, 0 row 4, column 1, 2 column 2, 0 column 3, 0 column 4, 1 point 3 column 5, 0 row 5, column 1, 0 column 2, 1 column 3, 0 column 4, 0 column 5, negative 6 point 9
D
the 5 by 5 matrix, row 1, column 1, 16 column 2, 0 column 3, 0 column 4, 0 column 5, 0 row 2, column 1, negative 6 column 2, negative 8 point 7 column 3, 0 column 4, 0 column 5, 0 row 3, column 1, 5 column 2, 43 column 3, 5 point 4 column 4, 0 column 5, 0 row 4, column 1, 3 column 2, 2 column 3, 1 point 2 column 4, 1 point 3 column 5, 0 row 5, column 1, negative 9 point 9 column 2, 7 column 3, negative 6 point 8 column 4, negative point 0 5 column 5, negative 6 point 9
3

Find the missing values for the exponential function represented by the table and complete the table.

A
negative 23 point 6 2 5 35 point 4 3 7 5
B
23 point 6 2 5 35 point 4 3 7 5
C
10 point 5 7
D
negative 23 point 6 2 5 negative 35 point 4 3 7 5
4

Which model best represents the data?

A
exponential, because the height of the object increases or decreases with a multiplicative rate of change
B
quadratic, because the height of the object increases or decreases with a multiplicative rate of change
C
quadratic, because the height increases and then decreases
D
exponential, because the height increases and then decreases
5

Which statements accurately compare the functions in the graph? Choose two correct answers.

A
The functions share a y -intercept of negative 1 .
B
Both functions have a domain of all real numbers.
C
Neither function has a maximum value.
D
The functions share an x -intercept of 1 .
E
Both functions have a range of all real numbers.
6

Which function can be used to compute the approximate area, in square inches, of a stop sign if it has a side length of x inches?

A
f of x is equal to 4 point 8 to the x th power
B
f of x is equal to 4 point 8 x squared
C
f of x is equal to 4 to the x th power
D
f of x is equal to 4 x squared
7

Find the missing value for the exponential function represented by the table. Then select the graph that best fits the equation.

A
negative 9 point 9 4 7 , Graph A
B
9 point 2 1 3 , Graph B
C
8 point 7 5 6 , Graph B
D
9 point 9 4 7 , Graph A
9

Which graph includes a function, its inverse, and a dashed line that verifies the relationship?

A
Image with description On a coordinate plane, the x and y axes range from negative 7 to 7 in increments of 1. The graph has two curves and a dashed line. The first curve goes through (negative 5 comma negative 1) and (negative 2 comma 0). It then intersects the y-axis at (0 comma 1). The second curve goes through (negative 1 comma negative 4), goes up, and crosses the y-axis at (0 comma negative 2). It then goes up, intersects the x-axis at (1 comma 0), and moves further up. Both the curves intersect at (1 comma 1). A horizontal dashed line at y equals 1.
B
Image with description On a coordinate plane, the x and y axes range from negative 7 to 7 in increments of 1. The graph has two curves and a dashed line. The first curve goes through (negative 5 comma negative 1) and (negative 2 comma 0). It then intersects the y-axis at (0 comma 1). The second curve goes through (negative 1 comma negative 4), goes up, and crosses the y-axis at (0 comma negative 2). It then goes up, intersects the x-axis at (1 comma 0), and moves further up. Both the curves intersect at (1 comma 1). A dashed vertical line at x equals 1.
C
Image with description On a coordinate plane, the x and y axes range from negative 7 to 7 in increments of 1. The graph has two curves and a dashed line. The first curve goes through (negative 5 comma negative 1) and (negative 2 comma 0). It then intersects the y-axis at (0 comma 1). The second curve goes through (negative 1 comma negative 4), goes up, and crosses the y-axis at (0 comma negative 2). It then goes up, intersects the x-axis at (1 comma 0), and moves further up. Both the curves intersect at (1 comma 1). A dashed line with a negative slope passes through (5 comma negative 5), the origin, and (negative 5 comma 5).
D
Image with description On a coordinate plane, the x and y axes range from negative 7 to 7 in increments of 1. The graph has two curves and a dashed line. The first curve goes through (negative 5 comma negative 1) and (negative 2 comma 0). It then intersects the y-axis at (0 comma 1). The second curve goes through (negative 1 comma negative 4), goes up, and crosses the y-axis at (0 comma negative 2). It then goes up, intersects the x-axis at (1 comma 0), and moves further up. Both the curves intersect at (1 comma 1). A dashed line with a positive slope passes through (negative 5 comma negative 5), the origin, and (5 comma 5).
11

Myra uses an inverse variation function to model the data for the ordered pairs. open paren 2 comma 30 close paren , open paren 3 comma 20 close paren , open paren 4 comma 15 close paren , open paren 5 comma 12 close paren , open paren 6 comma 10 close paren Which statement best explains whether an inverse variation function is the best model for the data?

A
An inverse variation function is not the best model because data points approximate a straight line.
B
An inverse function is the best model because the products of corresponding x - and y -values are equal.
C
An inverse function is the best model because as x increases, y decreases.
D
An inverse variation function is not the best model because the data points show an exponential decay.
16

What is the value of cap A in the matrix equation? cap A plus the 2 by 4 matrix, row 1, column 1, 3 column 2, 9 column 3, negative 1 column 4, negative 8 row 2, column 1, 16 column 2, negative 2 column 3, 3 column 4, 13 is equal to the 2 by 4 matrix, row 1, column 1, 0 column 2, negative 5 column 3, 6 column 4, 10 row 2, column 1, 3 column 2, 0 column 3, negative 2 column 4, 7

A
the 2 by 4 matrix, row 1, column 1, negative 3 column 2, negative 14 column 3, 7 column 4, 2 row 2, column 1, negative 13 column 2, 2 column 3, negative 5 column 4, negative 6
B
the 2 by 4 matrix, row 1, column 1, negative 3 column 2, negative 14 column 3, 7 column 4, 2 row 2, column 1, 19 column 2, 2 column 3, negative 5 column 4, negative 6
C
the 2 by 4 matrix, row 1, column 1, negative 3 column 2, negative 14 column 3, 7 column 4, 18 row 2, column 1, negative 13 column 2, 2 column 3, negative 5 column 4, negative 6
D
the 2 by 4 matrix, row 1, column 1, negative 3 column 2, negative 14 column 3, 7 column 4, 18 row 2, column 1, 19 column 2, 2 column 3, negative 5 column 4, negative 6
18

If 7500 dollars is invested at an interest rate of 5 percent each year, what is the value of the investment in 4 years? Write an exponential function and solve.

A
y is equal to 7500 times 1 point 0 5 to the 4th power ; 9116 point 3 0 dollars
B
y is equal to 7500 times 4 raised to the 1 point 0 5 power ; 32 dollars comma 153 point 2 0
C
y is equal to 7500 times 1 point 0 5 to the negative 5 power ; 6170 point 2 7 dollars
D
y is equal to 4 times 1 point 0 5 to the 7500th power ; 7859 point 9 1 dollars
19

If cap k is equal to the 2 by 2 matrix, row 1, column 1, negative 4 column 2, 6 row 2, column 1, 2 column 2, negative 3 and cap m is equal to the 2 by 2 matrix, row 1, column 1, 2 column 2, negative 2 row 2, column 1, 8 column 2, 5 , what is cap x when 2 cap x minus cap k is equal to cap m ?

A
the 2 by 2 matrix, row 1, column 1, negative 4 column 2, 8 row 2, column 1, 20 column 2, 4
B
the 2 by 2 matrix, row 1, column 1, 12 column 2, negative 16 row 2, column 1, 12 column 2, 16
C
the 2 by 2 matrix, row 1, column 1, negative 1 column 2, 2 row 2, column 1, 5 column 2, 1
D
the 2 by 2 matrix, row 1, column 1, 3 column 2, negative 4 row 2, column 1, 3 column 2, 4

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