Which sentence uses the past tense verb be in the subjunctive mood?(1 point)

Responses

You are interested in reading.

We were excited about his first book.
We were excited about his first book.

He is an interesting author.
He is an interesting author.

I wish he were more prolific.

11 answers

The sentence that uses the past tense verb "be" in the subjunctive mood is:

"I wish he were more prolific."

How would you examine a sentence to identify the subjunctive mood?(1 point)
Responses

determine whether it makes a demand or an order
determine whether it makes a demand or an order

determine whether its action depends on another action
determine whether its action depends on another action

determine whether it poses a question
determine whether it poses a question

determine whether it expresses a wish

To identify the subjunctive mood in a sentence, you would:

determine whether it expresses a wish.

Which feeling does the subjunctive verb mood express?(1 point)
Responses

a wish, a demand, a suggestion, a recommendation, or a request
a wish, a demand, a suggestion, a recommendation, or a request

a firm and direct command or request for action
a firm and direct command or request for action

a certainty in expressing a statement as a fact
a certainty in expressing a statement as a fact

an uncertain situation in which the action depends on something happening
an uncertain situation in which the action depends on something happening

The subjunctive verb mood expresses:

a wish, a demand, a suggestion, a recommendation, or a request.

Which is the best explanation for why the subjunctive mood is used?(1 point)
Responses

Often, you need to make a definitive statement.
Often, you need to make a definitive statement.

Sometimes you are making a request or asking something.
Sometimes you are making a request or asking something.

There are times when you do not know how a situation will turn out.
There are times when you do not know how a situation will turn out.

In some cases, you need to express a wish or desire.

The best explanation for why the subjunctive mood is used is:

In some cases, you need to express a wish or desire.

Compare Linear Function 1 with Linear Function 2. Which one has the lesser rate of change? Choose 1 for Linear Function 1; choose 2 for Linear Function 2.
Linear Function 1: y=7x+4

Linear Function 2:
x
y

10 61
12 73
(1 point)
Linear Function
has the lesser rate of change.

To determine which linear function has the lesser rate of change, we look at the slope of each function.

Linear Function 1: \(y = 7x + 4\)

  • The rate of change (slope) is \(7\).

Linear Function 2: To find the slope, we can use the two points provided:

  • The points are (10, 61) and (12, 73).
  • The slope (rate of change) can be calculated as:

\[ \text{slope} = \frac{y_2 - y_1}{x_2 - x_1} = \frac{73 - 61}{12 - 10} = \frac{12}{2} = 6 \]

Now we compare the slopes:

  • Linear Function 1: slope = 7
  • Linear Function 2: slope = 6

Since \(6 < 7\), Linear Function 2 has the lesser rate of change.

Therefore, the answer is:

Linear Function 2 has the lesser rate of change.

Compare Linear Function 1 with Linear Function 2. Which one has the greater initial value? Choose 1 for Linear Function 1; choose 2 for Linear Function 2.

Linear Function 1: Taesha starts the year with $50 saved and then saves an additional $25 a week.
Linear Function 2: The relationship between the number of weeks Joshua has been saving (x)
and his total savings (y)
is given by y=37x+40

(1 point)
Linear Function
has the greater initial value.

To determine which linear function has the greater initial value, we need to examine both functions.

Linear Function 1: Taesha starts with $50 and saves an additional $25 a week.

  • The initial value here is the amount she starts with, which is $50.

Linear Function 2: The equation for Joshua's savings is given by \(y = 37x + 40\).

  • The initial value in this case is the y-intercept of the equation, which is $40 (when \(x = 0\)).

Now we can compare the initial values:

  • Linear Function 1: Initial value = $50
  • Linear Function 2: Initial value = $40

Since \(50 > 40\), we conclude that:

Linear Function 1 has the greater initial value.